This file is gnuplot.info created by doc2info from ./gnuplot.doc.

START-INFO-DIR-ENTRY
* Gnuplot: (gnuplot).           Gnuplot plotting program
END-INFO-DIR-ENTRY


File: gnuplot.info, Node: Top, Prev: (dir), Next: gnuplot, Up: (dir)

gnuplot
*******


* Menu:

* gnuplot::
* Commands::
* Graphical User Interfaces::
* Bugs::


File: gnuplot.info, Node: gnuplot, Prev: Top, Up: Top, Next: Copyright


* Menu:

* Copyright::
* Introduction::
* Seeking-assistance::
* What's New in version 3.7::
* Batch/Interactive Operation::
* Command-line-editing::
* Comments::
* Coordinates::
* Environment::
* Expressions::
* Glossary::
* Plotting::
* Start-up::
* Substitution::
* Syntax::
* Time/Date data::


File: gnuplot.info, Node: Copyright, Prev: gnuplot, Up: gnuplot, Next: Introduction

       Copyright (C) 1986 - 1993, 1998   Thomas Williams, Colin Kelley

 Permission to use, copy, and distribute this software and its
 documentation for any purpose with or without fee is hereby granted,
 provided that the above copyright notice appear in all copies and
 that both that copyright notice and this permission notice appear
 in supporting documentation.

 Permission to modify the software is granted, but not the right to
 distribute the complete modified source code.  Modifications are to
 be distributed as patches to the released version.  Permission to
 distribute binaries produced by compiling modified sources is granted,
 provided you
   1. distribute the corresponding source modifications from the
    released version in the form of a patch file along with the binaries,
   2. add special version identification to distinguish your version
    in addition to the base release version number,
   3. provide your name and address as the primary contact for the
    support of your modified version, and
   4. retain our contact information in regard to use of the base
    software.
 Permission to distribute the released version of the source code along
 with corresponding source modifications in the form of a patch file is
 granted with same provisions 2 through 4 for binary distributions.

 This software is provided "as is" without express or implied warranty
 to the extent permitted by applicable law.


       AUTHORS

       Original Software:
          Thomas Williams,  Colin Kelley.

       Gnuplot 2.0 additions:
          Russell Lang, Dave Kotz, John Campbell.

       Gnuplot 3.0 additions:
          Gershon Elber and many others.


File: gnuplot.info, Node: Introduction, Prev: Copyright, Up: gnuplot, Next: Seeking-assistance

 `gnuplot` (*note gnuplot:: ) is a command-driven interactive function and data
 plotting program. It is case sensitive (commands and function names written in
 lowercase are not the same as those written in CAPS).  All command names may
 be abbreviated as long as the abbreviation is not ambiguous.  Any number of
 commands may appear on a line (with the exception that `load` (*note load:: )
 or  `call` (*note call:: ) must be the final command), separated by semicolons
 (;).  Strings are indicated with quotes. They may be either single or double
 quotation marks, e.g.,

       load "filename"
       cd 'dir'

 although there are some subtle differences (see `syntax` (*note Syntax:: ) for
 more details).

 Any command-line arguments are assumed to be names of files containing
 `gnuplot` commands, with the exception of standard X11 arguments, which are
 processed first.  Each file is loaded with the `load` command, in the order
 specified.  `gnuplot` exits after the last file is processed.  When no load
 files are named, `gnuplot` enters into an interactive mode.  The special
 filename "-" is used to denote standard input.  See "help batch/interactive"
 for more details.

 Many `gnuplot` commands have multiple options.  These options must appear in
 the proper order, although unwanted ones may be omitted in most cases.  Thus
 if the entire command is "command a b c", then "command a c" will probably
 work, but "command c a" will fail.

 Commands may extend over several input lines by ending each line but the last
 with a backslash (\).  The backslash must be the _last_ character on each
 line.  The effect is as if the backslash and newline were not there.  That
 is, no white space is implied, nor is a comment terminated.  Therefore,
 commenting out a continued line comments out the entire command (see
 `comment`).  But note that if an error occurs somewhere on a multi-line
 command, the parser may not be able to locate precisely where the error is
 and in that case will not necessarily point to the correct line.

 In this document, curly braces ({}) denote optional arguments and a vertical
 bar (|) separates mutually exclusive choices.  `gnuplot` keywords or `help`
 (*note help:: ) topics are indicated by backquotes or `boldface` (where
 available).  Angle brackets (<>) are used to mark replaceable tokens.  In many
 cases, a default value of the token will be taken for optional arguments if
 the token is omitted, but these cases are not always denoted with braces
 around the angle brackets.

 For on-line help on any topic, type `help` followed by the name of the topic
 or just `help` or `?` to get a menu of available topics.

 The new `gnuplot` user should begin by reading about `plotting`
 (*note Plotting:: ) (if on-line, type `help plotting`).



File: gnuplot.info, Node: Seeking-assistance, Prev: Introduction, Up: gnuplot, Next: What's New in version 3.7

 There is a mailing list for `gnuplot` (*note gnuplot:: ) users.  Note,
 however, that the newsgroup       comp.graphics.apps.gnuplot is identical to
 the mailing list (they both carry the same set of messages). We prefer that
 you read the messages through the newsgroup rather than subscribing to the
 mailing list.  Administrative requests should be sent to
       majordomo@dartmouth.edu Send a message with the body (not the subject)
 consisting of the single word "help" (without the quotes) for more details.

 The address for mailing to list members is:
       info-gnuplot@dartmouth.edu

 Bug reports and code contributions should be mailed to:
       bug-gnuplot@dartmouth.edu

 The list of those interested in beta-test versions is:
       info-gnuplot-beta@dartmouth.edu

 There is also a World Wide Web page with up-to-date information, including
 known bugs:
       http://www.cs.dartmouth.edu/gnuplot_info.html

 Before seeking help, please check the
 FAQ (Frequently Asked Questions) list.
 If you do not have a copy of the FAQ, you may request a copy by email from
 the Majordomo address above, ftp a copy from
       ftp://ftp.ucc.ie/pub/gnuplot/faq,
       ftp://ftp.gnuplot.vt.edu/pub/gnuplot/faq,
 or see the WWW `gnuplot` page.

 When posting a question, please include full details of the version of
 `gnuplot`, the machine, and operating system you are using.  A _small_ script
 demonstrating the problem may be useful.  Function plots are preferable to
 datafile plots.  If email-ing to info-gnuplot, please state whether or not
 you are subscribed to the list, so that users who use news will know to email
 a reply to you.  There is a form for such postings on the WWW site.


File: gnuplot.info, Node: What's New in version 3.7, Prev: Seeking-assistance, Up: gnuplot, Next: Batch/Interactive Operation

 Gnuplot version 3.7 contains many new features.  This section gives a partial
 list and links to the new items in no particular order.

 1. `fit f(x) 'file' via` uses the Marquardt-Levenberg method to fit data.
 (This is only slightly different from the `gnufit` patch available for 3.5.)

 2. Greatly expanded `using` (*note using:: ) command.  See plot using.

 3. `set timefmt` (*note timefmt:: ) allows for the use of dates as input and
 output for time series plots.  See `Time/Date data` and timedat.dem.

 4. Multiline labels and font selection in some drivers.

 5. Minor (unlabeled) tics.  See `set mxtics` (*note mxtics:: ).

 6. `key` (*note key:: ) options for moving the key box in the page (and even
 outside of the plot), putting a title on it and a box around it, and
 more.  See `set key`.

 7. Multiplots on a single logical page with `set multiplot`
 (*note multiplot:: ).

 8. Enhanced `postscript` (*note postscript:: ) driver with super/subscripts
 and font changes. (This was a separate driver (`enhpost`) that was available
 as a patch for 3.5.)

 9. Second axes:  use the top and right axes independently of the bottom and
 left, both for plotting and labels.  See `plot` (*note plot:: ).

 10. Special datafile names `'-'` and `""`.  See `plot special-filenames`
 (*note special-filenames:: ).

 11. Additional coordinate systems for labels and arrows.  See `coordinates`
 (*note Coordinates:: ).

 12. `set size` (*note size:: ) can try to plot with a specified aspect ratio.

 13. `set missing` (*note missing:: ) now treats missing data correctly.

 14. The `call` (*note call:: ) command:  `load` (*note load:: ) with
 arguments.

 15. More flexible `range` commands with `reverse` and `writeback` keywords.

 16. `set encoding` (*note encoding:: ) for multi-lingual encoding.

 17. New `x11` (*note x11:: ) driver with persistent and multiple windows.

 18. New plotting styles: `xerrorbars` (*note xerrorbars:: ),  `histeps`
 (*note histeps:: ),  `financebars` (*note financebars:: ) and more. See `set
 style` (*note style:: ).

 19. New tic label formats, including `"%l %L"` which uses the mantissa and
 exponents to a given base for labels.  See `set format` (*note format:: ).

 20. New drivers, including `cgm` (*note cgm:: ) for inclusion into MS-Office
 applications and `gif` for serving plots to the WEB.

 21. Smoothing and spline-fitting options for `plot`.  See `plot smooth`
 (*note smooth:: ).

 22. `set margin` (*note margin:: ) and  `set origin` (*note origin:: ) give
 much better control over where a graph appears on the page.

 23. `set border` (*note border:: ) now controls each border individually.

 24. The new commands `if` (*note if:: ) and  `reread` (*note reread:: ) allow
 command loops.

 25. Point styles and sizes, line types and widths can be specified on the
 `plot` command.  Line types and widths can also be specified for grids,
 borders, tics and arrows.  See `plot with` (*note with:: ).  Furthermore these
 types may be combined and stored for further use.  See `set linestyle`
 (*note linestyle:: ).

 26. Text (labels, tic labels, and the time stamp) can be written vertically
 by those terminals capable of doing so.


File: gnuplot.info, Node: Batch/Interactive Operation, Prev: What's New in version 3.7, Up: gnuplot, Next: Command-line-editing

 `gnuplot` (*note gnuplot:: ) may be executed in either batch or interactive
 modes, and the two may even be mixed together on many systems.

 Any command-line arguments are assumed to be names of files containing
 `gnuplot` commands (with the exception of standard X11 arguments, which are
 processed first).  Each file is loaded with the `load` (*note load:: )
 command, in the order specified.  `gnuplot` exits after the last file is
 processed.  When no load files are named, `gnuplot` enters into an interactive
 mode.  The special filename "-" is used to denote standard input.

 Both the `exit` (*note exit:: ) and  `quit` (*note quit:: ) commands terminate
 the current command file and `load` the next one, until all have been
 processed.

 Examples:

 To launch an interactive session:
       gnuplot

 To launch a batch session using two command files "input1" and "input2":
       gnuplot input1 input2

 To launch an interactive session after an initialization file "header" and
 followed by another command file "trailer":
       gnuplot header - trailer


File: gnuplot.info, Node: Command-line-editing, Prev: Batch/Interactive Operation, Up: gnuplot, Next: Comments

 Command-line editing is supported by the Unix, Atari, VMS, MS-DOS and OS/2
 versions of `gnuplot` (*note gnuplot:: ).  Also, a history mechanism allows
 previous commands to be edited and re-executed.  After the command line has
 been edited, a newline or carriage return will enter the entire line without
 regard to where the cursor is positioned.

 (The readline function in `gnuplot` is not the same as the readline used in
 GNU Bash and GNU Emacs.  If the GNU version is desired, it may be selected
 instead of the `gnuplot` version at compile time.)


 The editing commands are as follows:

       `Line-editing`:

       ^B    moves back a single character.
       ^F    moves forward a single character.
       ^A    moves to the beginning of the line.
       ^E    moves to the end of the line.
       ^H    and DEL delete the previous character.
       ^D    deletes the current character.
       ^K    deletes from current position to the end of line.
       ^L,^R redraws line in case it gets trashed.
       ^U    deletes the entire line.
       ^W    deletes the last word.

       `History`:

       ^P    moves back through history.
       ^N    moves forward through history.

 On the IBM PC, the use of a TSR program such as DOSEDIT or CED may be desired
 for line editing.  The default makefile assumes that this is the case;  by
 default `gnuplot` will be compiled with no line-editing capability.  If you
 want to use `gnuplot`'s line editing, set READLINE in the makefile and add
 readline.obj to the link file.  The following arrow keys may be used on the
 IBM PC and Atari versions if readline is used:

       Left  Arrow      - same as ^B.
       Right Arrow      - same as ^F.
       Ctrl Left  Arrow - same as ^A.
       Ctrl Right Arrow - same as ^E.
       Up    Arrow      - same as ^P.
       Down  Arrow      - same as ^N.

 The Atari version of readline defines some additional key aliases:

       Undo            - same as ^L.
       Home            - same as ^A.
       Ctrl Home       - same as ^E.
       Esc             - same as ^U.
       Help            - `help` (*note help:: ) plus return.       Ctrl Help
       - `help `.



File: gnuplot.info, Node: Comments, Prev: Command-line-editing, Up: gnuplot, Next: Coordinates

 Comments are supported as follows: a `#` may appear in most places in a line
 and `gnuplot` (*note gnuplot:: ) will ignore the rest of the line.  It will
 not have this effect inside quotes, inside numbers (including complex
 numbers), inside command substitutions, etc.  In short, it works anywhere it
 makes sense to work.



File: gnuplot.info, Node: Coordinates, Prev: Comments, Up: gnuplot, Next: Environment

 The commands `set arrow` (*note arrow:: ),  `set key` (*note key:: ), and
  `set label` (*note label:: ) allow you to draw something at an arbitrary
 position on the graph.  This position is specified by the syntax:

       {<system>} <x>, {<system>} <y> {,{<system>} <z>}

 Each <system> can either be `first`, `second`, `graph` or `screen`.

 `first` places the x, y, or z coordinate in the system defined by the left
 and bottom axes; `second` places it in the system defined by the second axes
 (top and right); `graph` specifies the area within the axes---0,0 is bottom
 left and 1,1 is top right (for splot, 0,0,0 is bottom left of plotting area;
 use negative z to get to the base---see `set ticslevel` (*note ticslevel:: ));
 and screen specifies the screen area (the entire area---not just the portion
 selected by `set size` (*note size:: )), with 0,0 at bottom left and 1,1 at
 top right.

 If the coordinate system for x is not specified, `first` is used.  If the
 system for y is not specified, the one used for x is adopted.

 If one (or more) axis is timeseries, the appropriate coordinate should
 be given as a quoted time string according to the `timefmt` (*note timefmt:: )
 format string. See `set xdata` (*note xdata:: ) and set timefmt.  .  `gnuplot`
 (*note gnuplot:: ) will also accept an integer expression, which will be
 interpreted as seconds from 1 January 2000.



File: gnuplot.info, Node: Environment, Prev: Coordinates, Up: gnuplot, Next: Expressions

 A number of shell environment variables are understood by `gnuplot`
 (*note gnuplot:: ).  None of these are required, but may be useful.

 If GNUTERM is defined, it is used as the name of the terminal type to be
 used.  This overrides any terminal type sensed by `gnuplot` on start-up, but
 is itself overridden by the .gnuplot (or equivalent) start-up file (see
 `start-up`) and, of course, by later explicit changes.

 On Unix, AmigaOS, AtariTOS, MS-DOS and OS/2, GNUHELP may be defined to be the
 pathname of the HELP file (gnuplot.gih).

 On VMS, the logical name GNUPLOT$HELP should be defined as the name of the
 help library for `gnuplot`.  The `gnuplot` help can be put inside any system
 help library, allowing access to help from both within and outside `gnuplot`
 if desired.

 On Unix, HOME is used as the name of a directory to search for a .gnuplot
 file if none is found in the current directory.  On AmigaOS, AtariTOS,
 MS-DOS and OS/2, gnuplot is used.  On VMS, SYS$LOGIN: is used. See `help
 (*note help:: ) start-up`.

 On Unix, PAGER is used as an output filter for help messages.

 On Unix, AtariTOS and AmigaOS, SHELL is used for the `shell` (*note shell:: )
 command.  On MS-DOS and OS/2, COMSPEC is used for the `shell` command.

 On MS-DOS, if the BGI or Watcom interface is used, PCTRM is used to tell
 the maximum resolution supported by your monitor by setting it to
 S<max. horizontal resolution>. E.g. if your monitor's maximum resolution is
 800x600, then use:
       set PCTRM=S800
 If PCTRM is not set, standard VGA is used.

 FIT_SCRIPT may be used to specify a `gnuplot` command to be executed when a
 fit is interrupted---see `fit` (*note fit:: ).  FIT_LOG specifies the filename
 of the logfile maintained by fit.



File: gnuplot.info, Node: Expressions, Prev: Environment, Up: gnuplot, Next: Functions

 In general, any mathematical expression accepted by C, FORTRAN, Pascal, or
 BASIC is valid.  The precedence of these operators is determined by the
 specifications of the C programming language.  White space (spaces and tabs)
 is ignored inside expressions.

 Complex constants are expressed as {<real>,<imag>}, where <real> and <imag>
 must be numerical constants.  For example, {3,2} represents 3 + 2i; {0,1}
 represents 'i' itself.  The curly braces are explicitly required here.

 Note that gnuplot uses both "real" and "integer" arithmetic, like FORTRAN and
 C.  Integers are entered as "1", "-10", etc; reals as "1.0", "-10.0", "1e1",
 3.5e-1, etc.  The most important difference between the two forms is in
 division: division of integers truncates: 5/2 = 2; division of reals does
 not: 5.0/2.0 = 2.5.  In mixed expressions, integers are "promoted" to reals
 before evaluation: 5/2e0 = 2.5.  The result of division of a negative integer
 by a positive one may vary among compilers.  Try a test like "print -5/2" to
 determine if your system chooses -2 or -3 as the answer.

 The integer expression "1/0" may be used to generate an "undefined" flag,
 which causes a point to ignored; the `ternary` (*note Ternary:: ) operator
 gives an example.

 The real and imaginary parts of complex expressions are always real, whatever
 the form in which they are entered: in {3,2} the "3" and "2" are reals, not
 integers.

* Menu:

* Functions::
* Operators::
* User-defined::


File: gnuplot.info, Node: Functions, Prev: Expressions, Up: Expressions, Next: abs

 The functions in `gnuplot` (*note gnuplot:: ) are the same as the
 corresponding functions in the Unix math library, except that all functions
 accept integer, real, and complex arguments, unless otherwise noted.

 For those functions that accept or return angles that may be given in either
 degrees or radians (sin(x), cos(x), tan(x), asin(x), acos(x), atan(x),
 atan2(x) and arg(z)), the unit may be selected by `set angles`
 (*note angles:: ), which defaults to radians.


* Menu:

* abs::
* acos::
* acosh::
* arg::
* asin::
* asinh::
* atan::
* atan2::
* atanh::
* besj0::
* besj1::
* besy0::
* besy1::
* ceil::
* cos::
* cosh::
* erf::
* erfc::
* exp::
* floor::
* gamma::
* ibeta::
* inverf::
* igamma::
* imag::
* invnorm::
* int::
* lgamma::
* log::
* log10::
* norm::
* rand::
* real::
* sgn::
* sin::
* sinh::
* sqrt::
* tan::
* tanh::
* column::
* tm_hour::
* tm_mday::
* tm_min::
* tm_mon::
* tm_sec::
* tm_wday::
* tm_yday::
* tm_year::
* valid::


File: gnuplot.info, Node: abs, Prev: Functions, Up: Functions, Next: acos

 The `abs(x)` function returns the absolute value of its argument.  The
 returned value is of the same type as the argument.

 For complex arguments, abs(x) is defined as the length of x in the complex
 plane [i.e.,  sqrt(real(x)**2 + imag(x)**2) ].


File: gnuplot.info, Node: acos, Prev: abs, Up: Functions, Next: acosh

 The `acos(x)` function returns the arc cosine (inverse cosine) of its
 argument.  `acos` returns its argument in radians or degrees, as selected by
 `set angles` (*note angles:: ).



File: gnuplot.info, Node: acosh, Prev: acos, Up: Functions, Next: arg

 The `acosh(x)` function returns the inverse hyperbolic cosine of its argument
 in radians.


File: gnuplot.info, Node: arg, Prev: acosh, Up: Functions, Next: asin

 The `arg(x)` function returns the phase of a complex number in radians or
 degrees, as selected by `set angles` (*note angles:: ).



File: gnuplot.info, Node: asin, Prev: arg, Up: Functions, Next: asinh

 The `asin(x)` function returns the arc sin (inverse sin) of its argument.
 `asin` returns its argument in radians or degrees, as selected by `set
 angles`.


File: gnuplot.info, Node: asinh, Prev: asin, Up: Functions, Next: atan

 The `asinh(x)` function returns the inverse hyperbolic sin of its argument in
 radians.


File: gnuplot.info, Node: atan, Prev: asinh, Up: Functions, Next: atan2

 The `atan(x)` function returns the arc tangent (inverse tangent) of its
 argument.  `atan` returns its argument in radians or degrees, as selected by
 `set angles` (*note angles:: ).



File: gnuplot.info, Node: atan2, Prev: atan, Up: Functions, Next: atanh

 The `atan2(y,x)` function returns the arc tangent (inverse tangent) of the
 ratio of the real parts of its arguments.  `atan2` returns its argument in
 radians or degrees, as selected by `set angles` (*note angles:: ), in the
 correct quadrant.



File: gnuplot.info, Node: atanh, Prev: atan2, Up: Functions, Next: besj0

 The `atanh(x)` function returns the inverse hyperbolic tangent of its
 argument in radians.


File: gnuplot.info, Node: besj0, Prev: atanh, Up: Functions, Next: besj1

 The `besj0(x)` function returns the j0th Bessel function of its argument.
 `besj0` expects its argument to be in radians.


File: gnuplot.info, Node: besj1, Prev: besj0, Up: Functions, Next: besy0

 The `besj1(x)` function returns the j1st Bessel function of its argument.
 `besj1` expects its argument to be in radians.


File: gnuplot.info, Node: besy0, Prev: besj1, Up: Functions, Next: besy1

 The `besy0` function returns the y0th Bessel function of its argument.
 `besy0` expects its argument to be in radians.


File: gnuplot.info, Node: besy1, Prev: besy0, Up: Functions, Next: ceil

 The `besy1(x)` function returns the y1st Bessel function of its argument.
 `besy1` expects its argument to be in radians.


File: gnuplot.info, Node: ceil, Prev: besy1, Up: Functions, Next: cos

 The `ceil(x)` function returns the smallest integer that is not less than its
 argument.  For complex numbers, `ceil` returns the smallest integer not less
 than the real part of its argument.


File: gnuplot.info, Node: cos, Prev: ceil, Up: Functions, Next: cosh

 The `cos(x)` function returns the cosine of its argument.  `cos` accepts its
 argument in radians or degrees, as selected by `set angles`
 (*note angles:: ).



File: gnuplot.info, Node: cosh, Prev: cos, Up: Functions, Next: erf

 The `cosh(x)` function returns the hyperbolic cosine of its argument.  `cosh`
 expects its argument to be in radians.


File: gnuplot.info, Node: erf, Prev: cosh, Up: Functions, Next: erfc

 The `erf(x)` function returns the error function of the real part of its
 argument.  If the argument is a complex value, the imaginary component is
 ignored.


File: gnuplot.info, Node: erfc, Prev: erf, Up: Functions, Next: exp

 The `erfc(x)` function returns 1.0 - the error function of the real part of
 its argument.  If the argument is a complex value, the imaginary component is
 ignored.


File: gnuplot.info, Node: exp, Prev: erfc, Up: Functions, Next: floor

 The `exp(x)` function returns the exponential function of its argument (`e`
 raised to the power of its argument).  On some implementations (notably
 suns), exp(-x) returns undefined for very large x.  A user-defined function
 like safe(x) = x<-100 ? 0 : exp(x) might prove useful in these cases.


File: gnuplot.info, Node: floor, Prev: exp, Up: Functions, Next: gamma

 The `floor(x)` function returns the largest integer not greater than its
 argument.  For complex numbers, `floor` returns the largest integer not
 greater than the real part of its argument.


File: gnuplot.info, Node: gamma, Prev: floor, Up: Functions, Next: ibeta

 The `gamma(x)` function returns the gamma function of the real part of its
 argument.  For integer n, gamma(n+1) = n!.  If the argument is a complex
 value, the imaginary component is ignored.


File: gnuplot.info, Node: ibeta, Prev: gamma, Up: Functions, Next: inverf

 The `ibeta(p,q,x)` function returns the incomplete beta function of the real
 parts of its arguments. p, q > 0 and x in [0:1].  If the arguments are
 complex, the imaginary components are ignored.


File: gnuplot.info, Node: inverf, Prev: ibeta, Up: Functions, Next: igamma

 The `inverf(x)` function returns the inverse error function of the real part
 of its argument.


File: gnuplot.info, Node: igamma, Prev: inverf, Up: Functions, Next: imag

 The `igamma(a,x)` function returns the incomplete gamma function of the real
 parts of its arguments.  a > 0 and x >= 0.  If the arguments are complex,
 the imaginary components are ignored.


File: gnuplot.info, Node: imag, Prev: igamma, Up: Functions, Next: invnorm

 The `imag(x)` function returns the imaginary part of its argument as a real
 number.


File: gnuplot.info, Node: invnorm, Prev: imag, Up: Functions, Next: int

 The `invnorm(x)` function returns the inverse normal distribution function of
 the real part of its argument.


File: gnuplot.info, Node: int, Prev: invnorm, Up: Functions, Next: lgamma

 The `int(x)` function returns the integer part of its argument, truncated
 toward zero.


File: gnuplot.info, Node: lgamma, Prev: int, Up: Functions, Next: log

 The `lgamma(x)` function returns the natural logarithm of the gamma function
 of the real part of its argument.  If the argument is a complex value, the
 imaginary component is ignored.


File: gnuplot.info, Node: log, Prev: lgamma, Up: Functions, Next: log10

 The `log(x)` function returns the natural logarithm (base `e`) of its
 argument.


File: gnuplot.info, Node: log10, Prev: log, Up: Functions, Next: norm

 The `log10(x)` function returns the logarithm (base 10) of its argument.


File: gnuplot.info, Node: norm, Prev: log10, Up: Functions, Next: rand

 The `norm(x)` function returns the normal distribution function (or Gaussian)
 of the real part of its argument.


File: gnuplot.info, Node: rand, Prev: norm, Up: Functions, Next: real

 The `rand(x)` function returns a pseudo random number in the interval [0:1]
 using the real part of its argument as a seed.  If seed < 0, the sequence
 is (re)initialized.  If the argument is a complex value, the imaginary
 component is ignored.


File: gnuplot.info, Node: real, Prev: rand, Up: Functions, Next: sgn

 The `real(x)` function returns the real part of its argument.


File: gnuplot.info, Node: sgn, Prev: real, Up: Functions, Next: sin

 The `sgn(x)` function returns 1 if its argument is positive, -1 if its
 argument is negative, and 0 if its argument is 0.  If the argument is a
 complex value, the imaginary component is ignored.


File: gnuplot.info, Node: sin, Prev: sgn, Up: Functions, Next: sinh

 The `sin(x)` function returns the sine of its argument.  `sin` expects its
 argument to be in radians or degrees, as selected by `set angles`
 (*note angles:: ).



File: gnuplot.info, Node: sinh, Prev: sin, Up: Functions, Next: sqrt

 The `sinh(x)` function returns the hyperbolic sine of its argument.  `sinh`
 expects its argument to be in radians.


File: gnuplot.info, Node: sqrt, Prev: sinh, Up: Functions, Next: tan

 The `sqrt(x)` function returns the square root of its argument.


File: gnuplot.info, Node: tan, Prev: sqrt, Up: Functions, Next: tanh

 The `tan(x)` function returns the tangent of its argument.  `tan` expects
 its argument to be in radians or degrees, as selected by `set angles`
 (*note angles:: ).



File: gnuplot.info, Node: tanh, Prev: tan, Up: Functions, Next: column

 The `tanh(x)` function returns the hyperbolic tangent of its argument.  `tanh`
 expects its argument to be in radians.

 A few additional functions are also available.



File: gnuplot.info, Node: column, Prev: tanh, Up: Functions, Next: tm_hour

 `column(x)` may be used only in expressions as part of `using`
 (*note using:: ) manipulations to fits or datafile plots.  See `plot datafile
 using`.



File: gnuplot.info, Node: tm_hour, Prev: column, Up: Functions, Next: tm_mday

 The `tm_hour` function interprets its argument as a time, in seconds from
 1 Jan 2000.  It returns the hour (an integer in the range 0--23) as a real.


File: gnuplot.info, Node: tm_mday, Prev: tm_hour, Up: Functions, Next: tm_min

 The `tm_mday` function interprets its argument as a time, in seconds from
 1 Jan 2000.  It returns the day of the month (an integer in the range 1--31)
 as a real.


File: gnuplot.info, Node: tm_min, Prev: tm_mday, Up: Functions, Next: tm_mon

 The `tm_min` function interprets its argument as a time, in seconds from
 1 Jan 2000.  It returns the minute (an integer in the range 0--59) as a real.


File: gnuplot.info, Node: tm_mon, Prev: tm_min, Up: Functions, Next: tm_sec

 The `tm_mon` function interprets its argument as a time, in seconds from
 1 Jan 2000.  It returns the month (an integer in the range 1--12) as a real.


File: gnuplot.info, Node: tm_sec, Prev: tm_mon, Up: Functions, Next: tm_wday

 The `tm_sec` function interprets its argument as a time, in seconds from
 1 Jan 2000.  It returns the second (an integer in the range 0--59) as a real.


File: gnuplot.info, Node: tm_wday, Prev: tm_sec, Up: Functions, Next: tm_yday

 The `tm_wday` function interprets its argument as a time, in seconds from
 1 Jan 2000.  It returns the day of the week (an integer in the range 1--7) as
 a real.


File: gnuplot.info, Node: tm_yday, Prev: tm_wday, Up: Functions, Next: tm_year

 The `tm_yday` function interprets its argument as a time, in seconds from
 1 Jan 2000.  It returns the day of the year (an integer in the range 1--366)
 as a real.


File: gnuplot.info, Node: tm_year, Prev: tm_yday, Up: Functions, Next: valid

 The `tm_year` function interprets its argument as a time, in seconds from
 1 Jan 2000.  It returns the year (an integer) as a real.


File: gnuplot.info, Node: valid, Prev: tm_year, Up: Functions

 `valid(x)` may be used only in expressions as part of `using` (*note using:: )
 manipulations to fits or datafile plots.  See `plot datafile using`.



File: gnuplot.info, Node: Operators, Prev: Functions, Up: Expressions, Next: Unary

 The operators in `gnuplot` (*note gnuplot:: ) are the same as the
 corresponding operators in the C programming language, except that all
 operators accept integer, real, and complex arguments, unless otherwise
 noted.  The ** operator (exponentiation) is supported, as in FORTRAN.

 Parentheses may be used to change order of evaluation.

* Menu:

* Unary::
* Binary::
* Ternary::


File: gnuplot.info, Node: Unary, Prev: Operators, Up: Operators, Next: Binary

 The following is a list of all the unary operators and their usages:

     Symbol      Example    Explanation
       -           -a          unary minus
       +           +a          unary plus (no-operation)
       ~           ~a        * one's complement
       !           !a        * logical negation
       !           a!        * factorial
       $           $3        * call arg/column during `using` (*note using:: )
 manipulation (*) Starred explanations indicate that the operator requires an
 integer argument.

 Operator precedence is the same as in Fortran and C.  As in those languages,
 parentheses may be used to change the order of operation.  Thus -2**2 = -4,
 but (-2)**2 = 4.

 The factorial operator returns a real number to allow a greater range.


File: gnuplot.info, Node: Binary, Prev: Unary, Up: Operators, Next: Ternary

 The following is a list of all the binary operators and their usages:

     Symbol       Example      Explanation
       **          a**b          exponentiation
       *           a*b           multiplication
       /           a/b           division
       %           a%b         * modulo
       +           a+b           addition
       -           a-b           subtraction
       ==          a==b          equality
       !=          a!=b          inequality
       <           a<b           less than
       <=          a<=b          less than or equal to
       >           a>b           greater than
       >=          a>=b          greater than or equal to
       &           a&b         * bitwise AND
       ^           a^b         * bitwise exclusive OR
       |           a|b         * bitwise inclusive OR
       &&          a&&b        * logical AND
       ||          a||b        * logical OR

 (*) Starred explanations indicate that the operator requires integer
 arguments.

 Logical AND (&&) and OR (||) short-circuit the way they do in C.  That is,
 the second `&&` operand is not evaluated if the first is false; the second
 `||` operand is not evaluated if the first is true.


File: gnuplot.info, Node: Ternary, Prev: Binary, Up: Operators

 There is a single ternary operator:

     Symbol       Example      Explanation
       ?:          a?b:c     ternary operation

 The ternary operator behaves as it does in C.  The first argument (a), which
 must be an integer, is evaluated.  If it is true (non-zero), the second
 argument (b) is evaluated and returned; otherwise the third argument (c) is
 evaluated and returned.

 The ternary operator is very useful both in constructing piecewise functions
 and in plotting points only when certain conditions are met.

 Examples:

 Plot a function that is to equal sin(x) for 0 <= x < 1, 1/x for 1 <= x < 2,
 and undefined elsewhere:
       f(x) = 0<=x && x<1 ? sin(x) : 1<=x && x<2 ? 1/x : 1/0
       plot f(x)
 Note that `gnuplot` (*note gnuplot:: ) quietly ignores undefined values, so
 the final branch of the function (1/0) will produce no plottable points.  Note
 also that f(x) will be plotted as a continuous function across the
 discontinuity if a line style is used.  To plot it discontinuously, create
 separate functions for the two pieces.  (Parametric functions are also useful
 for this purpose.)

 For data in a file, plot the average of the data in columns 2 and 3 against
 the datum in column 1, but only if the datum in column 4 is non-negative:

       plot 'file' using 1:( $4<0 ? 1/0 : ($2+$3)/2 )

 Please see `plot data-file using` (*note using:: ) for an explanation of the
 using syntax.



File: gnuplot.info, Node: User-defined, Prev: Operators, Up: Expressions

 New user-defined variables and functions of one through five variables may
 be declared and used anywhere, including on the `plot` (*note plot:: ) command
 itself.

 User-defined function syntax:
       <func-name>( <dummy1> {,<dummy2>} ... {,<dummy5>} ) = <expression>

 where <expression> is defined in terms of <dummy1> through <dummy5>.

 User-defined variable syntax:
       <variable-name> = <constant-expression>

 Examples:
       w = 2
       q = floor(tan(pi/2 - 0.1))
       f(x) = sin(w*x)
       sinc(x) = sin(pi*x)/(pi*x)
       delta(t) = (t == 0)
       ramp(t) = (t > 0) ? t : 0
       min(a,b) = (a < b) ? a : b
       comb(n,k) = n!/(k!*(n-k)!)
       len3d(x,y,z) = sqrt(x*x+y*y+z*z)
       plot f(x) = sin(x*a), a = 0.2, f(x), a = 0.4, f(x)

 Note that the variable `pi` is already defined.  But it is in no way magic;
 you may redefine it to be whatever you like.

 Valid names are the same as in most programming languages: they must begin
 with a letter, but subsequent characters may be letters, digits, "$", or "_".
 Note, however, that the `fit` (*note fit:: ) mechanism uses several variables
 with names that begin "FIT_".  It is safest to avoid using such
 names.  "FIT_LIMIT", however, is one that you may wish to redefine. See the
 documentation on `fit` for details.


 See `show functions` (*note functions:: ),  `show variables`
 (*note variables:: ), and fit.



File: gnuplot.info, Node: Glossary, Prev: Expressions, Up: gnuplot, Next: Plotting

 Throughout this document an attempt has been made to maintain consistency of
 nomenclature.  This cannot be wholly successful because as `gnuplot`
 (*note gnuplot:: ) has evolved over time, certain command and keyword names
 have been adopted that preclude such perfection.  This section contains
 explanations of the way some of these terms are used.

 A "page" or "screen" is the entire area addressable by `gnuplot`.  On a
 monitor, it is the full screen; on a plotter, it is a single sheet of paper.

 A screen may contain one or more "plots".  A plot is defined by an abscissa
 and an ordinate, although these need not actually appear on it, as well as
 the margins and any text written therein.

 A plot contains one "graph".  A graph is defined by an abscissa and an
 ordinate, although these need not actually appear on it.

 A graph may contain one or more "lines".  A line is a single function or
 data set.  "Line" is also a plotting style.  The word will also be used in
 sense "a line of text".  Presumably the context will remove any ambiguity.

 The lines on a graph may have individual names.  These may be listed
 together with a sample of the plotting style used to represent them in
 the "key", sometimes also called the "legend".

 The word "title" occurs with multiple meanings in `gnuplot`.  In this
 document, it will always be preceded by the adjective "plot", "line", or
 "key" to differentiate among them.

 A graph may have up to four labelled axes.  Various commands have the name of
 an axis built into their names, such as `set xlabel` (*note xlabel:: ).  Other
 commands have one or more axis names as options, such as `set logscale
 xy`.  The names of the four axes for these usages are "x" for the axis along
 the bottom border of the plot, "y" for the left border, "x2" for the top
 border, and "y2" for the right border.  "z" also occurs in commands used with
 3-d plotting.

 When discussing data files, the term "record" will be resurrected and used
 to denote a single line of text in the file, that is, the characters between
 newline or end-of-record characters.  A "point" is the datum extracted from
 a single record.  A "datablock" is a set of points from consecutive records,
 delimited by blank records.  A line, when referred to in the context of a
 data file, is a subset of a datablock.


File: gnuplot.info, Node: Plotting, Prev: Glossary, Up: gnuplot, Next: Start-up

 There are three `gnuplot` (*note gnuplot:: ) commands which actually create a
 plot:  `plot` (*note plot:: ), `splot` (*note splot:: ) and  `replot`
 (*note replot:: ).  plot generates 2-d plots, splot generates 3-d plots
 (actually 2-d projections, of course), and `replot` appends its arguments to
 the previous `plot` or `splot` and executes the modified command.

 Much of the general information about plotting can be found in the discussion
 of `plot`; information specific to 3-d can be found in the `splot` section.

 `plot` operates in either rectangular or polar coordinates -- see `set polar`
 (*note polar:: ) for details of the latter.  `splot` operates only in
 rectangular coordinates, but the `set mapping` (*note mapping:: ) command
 allows for a few other coordinate systems to be treated.  In addition, the
 `using` (*note using:: ) option allows both plot and splot to treat almost any
 coordinate system you'd care to define.

 `splot` can plot surfaces and contours in addition to points and/or lines.
 In addition to `splot`, see `set isosamples` (*note isosamples:: ) for
 information about defining the grid for a 3-d function;  `splot datafile`
 (*note data-file:: ) for information about the requisite file structure for
 3-d data values; and `set contour` (*note contour:: ) and set cntrparam` for
 information about contours.



File: gnuplot.info, Node: Start-up, Prev: Plotting, Up: gnuplot, Next: Substitution

 When `gnuplot` (*note gnuplot:: ) is run, it looks for an initialization file
 to load.  This file is called `.gnuplot` on Unix and AmigaOS systems, and
 `GNUPLOT.INI` on other systems.  If this file is not found in the current
 directory, the program will look for it in the home directory (under AmigaOS,
 Atari(single)TOS, MS-DOS and OS/2, the environment variable `gnuplot` should
 contain the name of this directory).  Note: if NOCWDRC is defined during the
 installation, `gnuplot` will not read from the current directory.

 If the initialization file is found, `gnuplot` executes the commands in it.
 These may be any legal `gnuplot` commands, but typically they are limited to
 setting the terminal and defining frequently-used functions or variables.


File: gnuplot.info, Node: Substitution, Prev: Start-up, Up: gnuplot, Next: Syntax

 Command-line substitution is specified by a system command enclosed in
 backquotes.  This command is spawned and the output it produces replaces
 the name of the command (and backquotes) on the command line.  Some
 implementations also support pipes;  see `plot data-file special-filenames`
 (*note special-filenames:: ).

 Newlines in the output produced by the spawned command are replaced with
 blanks.

 Command-line substitution can be used anywhere on the `gnuplot`
 (*note gnuplot:: ) command line, except inside strings delimited by single
 quotes.

 Example:

 This will run the program `leastsq` and replace `leastsq` (including
 backquotes) on the command line with its output:
       f(x) = `leastsq`

 or, in VMS
       f(x) = `run leastsq`

 These will generate labels with the current time and userid:
       set label "generated on `date +%Y-%m-%d`by `whoami`" at 1,1
       set timestamp "generated on %Y-%m-%d by `whoami`"



File: gnuplot.info, Node: Syntax, Prev: Substitution, Up: gnuplot, Next: Time/Date data

 The general rules of syntax and punctuation in `gnuplot` (*note gnuplot:: )
 are that keywords and options are order-dependent.  Options and any
 accompanying parameters are separated by spaces whereas lists and coordinates
 are separated by commas. Ranges are separated by colons and enclosed in
 brackets [], text and file names are enclosed in quotes, and a few
 miscellaneous things are enclosed in parentheses.  Braces {} are used for a
 few special purposes.

 Commas are used to separate coordinates on the `set` (*note set-show:: )
 commands  `arrow` (*note arrow:: ), `key` (*note key:: ), and  `label`
 (*note label:: ); the list of variables being fitted (the list after the `via`
 keyword on the `fit` (*note fit:: ) command); lists of discrete contours or
 the loop parameters which specify them on the `set cntrparam`
 (*note cntrparam:: ) command; the arguments of the `set` commands `dgrid3d`
 (*note dgrid3d:: ),  `dummy` (*note dummy:: ),  `isosamples`
 (*note isosamples:: ),  `offsets` (*note offsets:: ),  `origin`
 (*note origin:: ), `samples` (*note samples:: ),  `size` (*note size:: ),
 time, and nd `view` (*note view:: ); lists of tics or the loop parameters
 which specify them; the offsets for titles and axis labels; parametric
 functions to be used to calculate the x, y, and z coordinates on the `plot`
 (*note plot:: ), `replot` (*note replot:: ) and  `splot` (*note splot:: )
 commands; and the complete sets of keywords specifying individual plots (data
 sets or functions) on the `plot`, `replot` and `splot` commands.

 Parentheses are used to delimit sets of explicit tics (as opposed to loop
 parameters) and to indicate computations in the `using` (*note using:: )
 filter of the fit, `plot`, `replot` and `splot` commands.

 (Parentheses and commas are also used as usual in function notation.)

 Brackets are used to delimit ranges, whether they are given on `set`, `plot`
 or `splot` commands.

 Colons are used to separate extrema in `range` specifications (whether they
 are given on `set`, `plot` or `splot` commands) and to separate entries in
 the `using` filter of the `plot`, `replot`, `splot` and `fit` commands.

 Semicolons are used to separate commands given on a single command line.

 Braces are used in text to be specially processed by some terminals, like
 `postscript` (*note postscript:: ).  They are also used to denote complex
 numbers: {3,2} = 3 + 2i.

 Text may be enclosed in single- or double-quotes.  Backslash processing of
 sequences like \n (newline) and \345 (octal character code) is performed for
 double-quoted strings, but not for single-quoted strings.

 The justification is the same for each line of a multi-line string.  Thus the
 center-justified string
       "This is the first line of text.\nThis is the second line."
 will produce
                        This is the first line of text.
                           This is the second line.
 but
       'This is the first line of text.\nThis is the second line.'
 will produce
           This is the first line of text.\nThis is the second line.

 Filenames may be entered with either single- or double-quotes.  In this
 manual the command examples generally single-quote filenames and double-quote
 other string tokens for clarity.

 At present you should not embed \n inside {} when using the enhanced option
 of the postscript terminal.

 The EEPIC, Imagen, Uniplex, LaTeX, and TPIC drivers allow a newline to be
 specified by \\ in a single-quoted string or \\\\ in a double-quoted string.

 Back-quotes are used to enclose system commands for substitution.


File: gnuplot.info, Node: Time/Date data, Prev: Syntax, Up: gnuplot

 `gnuplot` (*note gnuplot:: ) supports the use of time and/or date information
 as input data. This feature is activated by the commands `set xdata time`,
 `set ydata time`, etc.

 Internally all times and dates are converted to the number of seconds from
 the year 2000.  The command `set timefmt` (*note timefmt:: ) defines the
 format for all inputs: data files, ranges, tics, label positions---in short,
 anything that accepts a data value must receive it in this format.  Since only
 one input format can be in force at a given time, all time/date quantities
 being input at the same time must be presented in the same format.  Thus if
 both x and y data in a file are time/date, they must be in the same format.

 The conversion to and from seconds assumes Universal Time (which is the same
 as Greenwich Standard Time).  There is no provision for changing the time
 zone or for daylight savings.  If all your data refer to the same time zone
 (and are all either daylight or standard) you don't need to worry about these
 things.  But if the absolute time is crucial for your application, you'll
 need to convert to UT yourself.

 Commands like `show xrange` (*note xrange:: ) will re-interpret the integer
 according to `timefmt`.  If you change `timefmt`, and then `show`
 (*note set-show:: ) the quantity again, it will be displayed in the new
 `timefmt`.  For that matter, if you give the deactivation command (like `set
 xdata` (*note xdata:: )), the quantity will be shown in its numerical form.

 The command `set format` (*note format:: ) defines the format that will be
 used for tic labels, whether or not the specified axis is time/date.

 If time/date information is to be plotted from a file, the `using`
 (*note using:: ) option _must_ be used on the `plot` (*note plot:: ) or
  `splot` (*note splot:: ) command.  These commands simply use white space to
 separate columns, but white space may be embedded within the time/date
 string.  If you use tabs as a separator, some trial-and-error may be necessary
 to discover how your system treats them.

 The following example demonstrates time/date plotting.

 Suppose the file "data" contains records like

       03/21/95 10:00  6.02e23

 This file can be plotted by

       set xdata time
       set timefmt "%m/%d/%y"
       set xrange ["03/21/95":"03/22/95"]
       set format x "%m/%d"
       set timefmt "%m/%d/%y %H:%M"
       plot "data" using 1:3

 which will produce xtic labels that look like "03/21".

 See the descriptions of each command for more details.


File: gnuplot.info, Node: Commands, Prev: gnuplot, Up: Top, Next: cd

 This section lists the commands acceptable to `gnuplot` (*note gnuplot:: ) in
 alphabetical order.  Printed versions of this document contain all commands;
 on-line versions may not be complete.  Indeed, on some systems there may be
 no commands at all listed under this heading.

 Note that in most cases unambiguous abbreviations for command names and their
 options are permissible, i.e., "`p f(x) w l`" instead of "`plot f(x) with
 lines`".

 In the syntax descriptions, braces ({}) denote optional arguments and a
 vertical bar (|) separates mutually exclusive choices.

* Menu:

* cd::
* call::
* clear::
* exit::
* fit::
* help::
* if::
* load::
* pause::
* plot::
* print::
* pwd::
* quit::
* replot::
* reread::
* reset::
* save::
* set-show::
* shell::
* splot::
* test::
* update::


File: gnuplot.info, Node: cd, Prev: Commands, Up: Commands, Next: call

 The `cd` command changes the working directory.

 Syntax:
       cd '<directory-name>'

 The directory name must be enclosed in quotes.

 Examples:
       cd 'subdir'
       cd ".."

 DOS users _must_ use single-quotes---backslash [\] has special significance
 inside double-quotes.  For example,
       cd "c:\newdata"
 fails, but
       cd 'c:\newdata'
 works as expected.


File: gnuplot.info, Node: call, Prev: cd, Up: Commands, Next: clear

 The `call` command is identical to the load command with one exception: you
 can have up to ten additional parameters to the command (delimited according
 to the standard parser rules) which can be substituted into the lines read
 from the file.  As each line is read from the `call`ed input file, it is
 scanned for the sequence `$` (dollar-sign) followed by a digit (0--9).  If
 found, the sequence is replaced by the corresponding parameter from the
 `call` command line.  If the parameter was specified as a string in the
 `call` line, it is substituted without its enclosing quotes.  `$` followed by
 any character other than a digit will be that character.  E.g. use `$$` to
 get a single `$`.  Providing more than ten parameters on the `call` command
 line will cause an error.  A parameter that was not provided substitutes as
 nothing.  Files being `call`ed may themselves contain `call` or `load`
 (*note load:: ) commands.

 The `call` command _must_ be the last command on a multi-command line.

 Syntax:
       call "<input-file>" <parameter-0> <parm-1> ... <parm-9>

 The name of the input file must be enclosed in quotes, and it is recommended
 that parameters are similarly enclosed in quotes (future versions of gnuplot
 may treat quoted and unquoted arguments differently).

 Example:

 If the file 'calltest.gp' contains the line:
       print "p0=$0 p1=$1 p2=$2 p3=$3 p4=$4 p5=$5 p6=$6 p7=x$7x"

 entering the command:
       call 'calltest.gp' "abcd" 1.2 + "'quoted'" -- "$2"

 will display:
       p0=abcd p1=1.2 p2=+ p3='quoted' p4=- p5=- p6=$2 p7=xx

 NOTE: there is a clash in syntax with the datafile `using` (*note using:: )
 callback operator.  Use `$$n` or `column(n)` to access column n from a
 datafile inside a `call`ed datafile plot.



File: gnuplot.info, Node: clear, Prev: call, Up: Commands, Next: exit

 The `clear` command erases the current screen or output device as specified
 by `set output` (*note output:: ).  This usually generates a formfeed on
 hardcopy devices.  Use `set terminal` (*note terminal:: ) to set the device
 type.

 For some terminals `clear` erases only the portion of the plotting surface
 defined by `set size` (*note size:: ), so for these it can be used in
 conjunction with set multiplot` to create an inset.

 Example:
       set multiplot
       plot sin(x)
       set origin 0.5,0.5
       set size 0.4,0.4
       clear
       plot cos(x)
       set nomultiplot

 Please see `set multiplot` (*note multiplot:: ), set size, and nd `set origin`
 (*note origin:: ) for details of these commands.



File: gnuplot.info, Node: exit, Prev: clear, Up: Commands, Next: fit

 The commands `exit` and `quit` (*note quit:: ) and the END-OF-FILE character
 will exit the current `gnuplot` (*note gnuplot:: ) command file and  `load`
 (*note load:: ) the next one.  See "help batch/interactive" for more details.

 Each of these commands will clear the output device (as does the `clear`
 (*note clear:: ) command) before exiting.



File: gnuplot.info, Node: fit, Prev: exit, Up: Commands, Next: adjustable parameters

 The `fit` command can fit a user-defined function to a set of data points
 (x,y) or (x,y,z), using an implementation of the nonlinear least-squares
 (NLLS) Marquardt-Levenberg algorithm.  Any user-defined variable occurring in
 the function body may serve as a fit parameter, but the return type of the
 function must be real.

 Syntax:
       fit {[xrange] {[yrange]}} <function> '<datafile>'
           {datafile-modifiers}
           via '<parameter file>' | <var1>{,<var2>,...}

 Ranges may be specified to temporarily limit the data which is to be fitted;
 any out-of-range data points are ignored. The syntax is
       [{dummy_variable=}{<min>}{:<max>}],
 analogous to `plot` (*note plot:: ); see  `plot ranges` (*note ranges:: ).

 <function> is any valid `gnuplot` (*note gnuplot:: ) expression, although it
 is usual to use a previously user-defined function of the form f(x) or
 f(x,y).

 <datafile> is treated as in the `plot` command.  All the `plot datafile`
 (*note data-file:: ) modifiers (`using` (*note using:: ),  `every`
 (*note every:: ),...) except  `smooth` (*note smooth:: ) are applicable to
 fit. See `plot datafile`.

 The default data formats for fitting functions with a single independent
 variable, y=f(x), are {x:}y or x:y:s; those formats can be changed with
 the datafile `using` qualifier.  The third item, (a column number or an
 expression), if present, is interpreted as the standard deviation of the
 corresponding y value and is used to compute a weight for the datum, 1/s**2.
 Otherwise, all data points are weighted equally, with a weight of one.

 To fit a function with two independent variables, z=f(x,y), the required
 format is `using` with four items, x:y:z:s.  The complete format must be
 given---no default columns are assumed for a missing token.  Weights for
 each data point are evaluated from 's' as above.  If error estimates are
 not available, a constant value can be specified as a constant expression
 (see `plot datafile using`), e.g., `using 1:2:3:(1)`.

 Multiple datasets may be simultaneously fit with functions of one
 independent variable by making y a 'pseudo-variable', e.g., the dataline
 number, and fitting as two independent variables.  See `fit multibranch`.

 The `via` qualifier specifies which parameters are to be adjusted, either
 directly, or by referencing a parameter file.

 Examples:
       f(x) = a*x**2 + b*x + c
       g(x,y) = a*x**2 + b*y**2 + c*x*y
       FIT_LIMIT = 1e-6
       fit f(x) 'measured.dat' via 'start.par'
       fit f(x) 'measured.dat' using 3:($7-5) via 'start.par'
       fit f(x) './data/trash.dat' using 1:2:3 via a, b, c
       fit g(x,y) 'surface.dat' using 1:2:3:(1) via a, b, c

 After each iteration step, detailed information about the current state
 of the fit is written to the display.  The same information about the
 initial and final states is written to a log file, "fit.log".  This file
 is always appended to, so as to not lose any previous fit history;  it
 should be deleted or renamed as desired.

 The fit may be interrupted by pressing Ctrl-C (any key but Ctrl-C under
 MSDOS and Atari Multitasking Systems).  After the current iteration
 completes, you have the option to (1) stop the fit and accept the current
 parameter values, (2) continue the fit, (3) execute a `gnuplot` command
 as specified by the environment variable FIT_SCRIPT.  The default for
 FIT_SCRIPT is `replot` (*note replot:: ), so if you had previously plotted
 both the data and the fitting function in one graph, you can display the
 current state of the fit.

 Once `fit` has finished, the `update` (*note update:: ) command may be used to
 store final values in a file for subsequent use as a parameter file.   See
 `update` for details.


* Menu:

* adjustable parameters::
* beginner's guide::
* error estimates::
* fit controlling::
* multi-branch::
* starting values::
* tips::


File: gnuplot.info, Node: adjustable parameters, Prev: fit, Up: fit, Next: beginner's guide

 There are two ways that `via` can specify the parameters to be adjusted,
 either directly on the command line or indirectly, by referencing a
 parameter file.  The two use different means to set initial values.

 Adjustable parameters can be specified by a comma-separated list of variable
 names after the `via` keyword.  Any variable that is not already defined is
 is created with an initial value of 1.0.  However, the fit is more likely
 to converge rapidly if the variables have been previously declared with more
 appropriate starting values.

 In a parameter file, each parameter to be varied and a corresponding initial
 value are specified, one per line, in the form
       varname = value

 Comments, marked by '#', and blank lines are permissible.  The
 special form
       varname = value       # FIXED

 means that the variable is treated as a 'fixed parameter', initialized by the
 parameter file, but not adjusted by `fit` (*note fit:: ).  For clarity, it may
 be useful to designate variables as fixed parameters so that their values are
 reported by `fit`.  The keyword `# FIXED` has to appear in exactly this form.



File: gnuplot.info, Node: beginner's guide, Prev: adjustable parameters, Up: fit, Next: error estimates

 `fit` (*note fit:: ) is used to find a set of parameters that 'best' fits your
 data to your user-defined function.  The fit is judged on the basis of the the
 sum of the squared differences or 'residuals' (SSR) between the input data
 points and the function values, evaluated at the same places.  This quantity
 is often called 'chisquare' (i.e., the Greek letter chi, to the power of
 2).  The algorithm attempts to minimize SSR, or more precisely, WSSR, as the
 residuals are 'weighted' by the input data errors (or 1.0) before being
 squared; see `fit error_estimates` for details.

 That's why it is called 'least-squares fitting'.  Let's look at an example
 to see what is meant by 'non-linear', but first we had better go over some
 terms.  Here it is convenient to use z as the dependent variable for
 user-defined functions of either one independent variable, z=f(x), or two
 independent variables, z=f(x,y).  A parameter is a user-defined variable
 that `fit` will adjust, i.e., an unknown quantity in the function
 declaration.  Linearity/non-linearity refers to the relationship of the
 dependent variable, z, to the parameters which `fit` is adjusting, not of
 z to the independent variables, x and/or y.  (To be technical, the
 second {and higher} derivatives of the fitting function with respect to
 the parameters are zero for a linear least-squares problem).

 For linear least-squares (LLS), the user-defined function will be a sum of
 simple functions, not involving any parameters, each multiplied by one
 parameter.  NLLS handles more complicated functions in which parameters can
 be used in a large number of ways.  An example that illustrates the
 difference between linear and nonlinear least-squares is the Fourier series.
 One member may be written as
      z=a*sin(c*x) + b*cos(c*x).
 If a and b are the unknown parameters and c is constant, then estimating
 values of the parameters is a linear least-squares problem.  However, if
 c is an unknown parameter, the problem is nonlinear.

 In the linear case, parameter values can be determined by comparatively
 simple linear algebra, in one direct step.  However LLS is a special case
 which is also solved along with more general NLLS problems by the iterative
 procedure that `gnuplot` (*note gnuplot:: ) uses.  fit attempts to find the
 minimum by doing a search.  Each step (iteration) calculates WSSR with a new
 set of parameter values.  The Marquardt-Levenberg algorithm selects the
 parameter values for the next iteration.  The process continues until a preset
 criterium is met, either (1) the fit has "converged" (the relative change in
 WSSR is less than FIT_LIMIT), or (2) it reaches a preset iteration count
 limit, FIT_MAXITER (see `fit control variables`
 (*note control variables:: )).  The fit may also be interrupted and
 subsequently halted from the keyboard (see `fit`).

 Often the function to be fitted will be based on a model (or theory) that
 attempts to describe or predict the behaviour of the data.  Then `fit` can
 be used to find values for the free parameters of the model, to determine
 how well the data fits the model, and to estimate an error range for each
 parameter.  See `fit error_estimates`.

 Alternatively, in curve-fitting, functions are selected independent of
 a model (on the basis of experience as to which are likely to describe
 the trend of the data with the desired resolution and a minimum number
 of parameters*functions.)  The `fit` solution then provides an analytic
 representation of the curve.

 However, if all you really want is a smooth curve through your data points,
 the `smooth` (*note smooth:: ) option to  `plot` (*note plot:: ) may be what
 you've been looking for rather than `fit`.



File: gnuplot.info, Node: error estimates, Prev: beginner's guide, Up: fit, Next: statistical overview

 In `fit` (*note fit:: ), the term "error" is used in two different contexts,
 data error estimates and parameter error estimates.

 Data error estimates are used to calculate the relative weight of each data
 point when determining the weighted sum of squared residuals, WSSR or
 chisquare.  They can affect the parameter estimates, since they determine
 how much influence the deviation of each data point from the fitted function
 has on the final values.  Some of the `fit` output information, including
 the parameter error estimates, is more meaningful if accurate data error
 estimates have been provided.

 The 'statistical overview' describes some of the `fit` output and gives some
 background for the 'practical guidelines'.

* Menu:

* statistical overview::
* practical guidelines::


File: gnuplot.info, Node: statistical overview, Prev: error estimates, Up: error estimates, Next: practical guidelines

 The theory of non-linear least-squares (NLLS) is generally described in terms
 of a normal distribution of errors, that is, the input data is assumed to be
 a sample from a population having a given mean and a Gaussian (normal)
 distribution about the mean with a given standard deviation.  For a sample of
 sufficiently large size, and knowing the population standard deviation, one
 can use the statistics of the chisquare distribution to describe a "goodness
 of fit" by looking at the variable often called "chisquare".  Here, it is
 sufficient to say that a reduced chisquare (chisquare/degrees of freedom,
 where degrees of freedom is the number of datapoints less the number of
 parameters being fitted) of 1.0 is an indication that the weighted sum of
 squared deviations between the fitted function and the data points is the
 same as that expected for a random sample from a population characterized by
 the function with the current value of the parameters and the given standard
 deviations.

 If the standard deviation for the population is not constant, as in counting
 statistics where variance = counts, then each point should be individually
 weighted when comparing the observed sum of deviations and the expected sum
 of deviations.

 At the conclusion `fit` (*note fit:: ) reports 'stdfit', the standard
 deviation of the fit, which is the rms of the residuals, and the variance of
 the residuals, also called 'reduced chisquare' when the data points are
 weighted.  The number of degrees of freedom (the number of data points minus
 the number of fitted parameters) is used in these estimates because the
 parameters used in calculating the residuals of the datapoints were obtained
 from the same data.

 To estimate confidence levels for the parameters, one can use the minimum
 chisquare obtained from the fit and chisquare statistics to determine the
 value of chisquare corresponding to the desired confidence level, but
 considerably more calculation is required to determine the combinations of
 parameters which produce such values.

 Rather than determine confidence intervals, `fit` reports parameter error
 estimates which are readily obtained from the variance-covariance matrix
 after the final iteration.  By convention, these estimates are called
 "standard errors" or "asymptotic standard errors", since they are calculated
 in the same way as the standard errors (standard deviation of each parameter)
 of a linear least-squares problem, even though the statistical conditions for
 designating the quantity calculated to be a standard deviation are not
 generally valid for the NLLS problem.  The asymptotic standard errors are
 generally over-optimistic and should not be used for determining confidence
 levels, but are useful for qualitative purposes.

 The final solution also produces a correlation matrix, which gives an
 indication of the correlation of parameters in the region of the solution;
 if one parameter is changed, increasing chisquare, does changing another
 compensate?  The main diagonal elements, autocorrelation, are all 1; if
 all parameters were independent, all other elements would be nearly 0.  Two
 variables which completely compensate each other would have an off-diagonal
 element of unit magnitude, with a sign depending on whether the relation is
 proportional or inversely proportional.  The smaller the magnitudes of the
 off-diagonal elements, the closer the estimates of the standard deviation
 of each parameter would be to the asymptotic standard error.


File: gnuplot.info, Node: practical guidelines, Prev: statistical overview, Up: error estimates

 If you have a basis for assigning weights to each data point, doing so lets
 you make use of additional knowledge about your measurements, e.g., take into
 account that some points may be more reliable than others.  That may affect
 the final values of the parameters.

 Weighting the data provides a basis for interpreting the additional `fit`
 (*note fit:: ) output after the last iteration.  Even if you weight each point
 equally, estimating an average standard deviation rather than using a weight
 of 1 makes WSSR a dimensionless variable, as chisquare is by definition.

 Each fit iteration will display information which can be used to evaluate
 the progress of the fit.  (An '*' indicates that it did not find a smaller
 WSSR and is trying again.)  The 'sum of squares of residuals', also called
 'chisquare', is the WSSR between the data and your fitted function; `fit`
 has minimized that.  At this stage, with weighted data, chisquare is expected
 to approach the number of degrees of freedom (data points minus parameters).
 The WSSR can be used to calculate the reduced chisquare (WSSR/ndf) or stdfit,
 the standard deviation of the fit, sqrt(WSSR/ndf).  Both of these are
 reported for the final WSSR.

 If the data are unweighted, stdfit is the rms value of the deviation of the
 data from the fitted function, in user units.

 If you supplied valid data errors, the number of data points is large enough,
 and the model is correct, the reduced chisquare should be about unity.  (For
 details, look up the 'chi-squared distribution' in your favourite statistics
 reference.)  If so, there are additional tests, beyond the scope of this
 overview, for determining how well the model fits the data.

 A reduced chisquare much larger than 1.0 may be due to incorrect data error
 estimates, data errors not normally distributed, systematic measurement
 errors, 'outliers', or an incorrect model function.  A plot of the residuals,
 e.g., `plot 'datafile' using 1:($2-f($1))`, may help to show any systematic
 trends.  Plotting both the data points and the function may help to suggest
 another model.

 Similarly, a reduced chisquare less than 1.0 indicates WSSR is less than that
 expected for a random sample from the function with normally distributed
 errors.  The data error estimates may be too large, the statistical
 assumptions may not be justified, or the model function may be too general,
 fitting fluctuations in a particular sample in addition to the underlying
 trends.  In the latter case, a simpler function may be more appropriate.

 You'll have to get used to both `fit` and the kind of problems you apply it
 to before you can relate the standard errors to some more practical estimates
 of parameter uncertainties or evaluate the significance of the correlation
 matrix.

 Note that `fit`, in common with most NLLS implementations, minimizes the
 weighted sum of squared distances (y-f(x))**2.  It does not provide any means
 to account for "errors" in the values of x, only in y.  Also, any "outliers"
 (data points outside the normal distribution of the model) will have an
 exaggerated effect on the solution.


File: gnuplot.info, Node: fit controlling, Prev: error estimates, Up: fit, Next: control variables

 There are a number of `gnuplot` (*note gnuplot:: ) variables that can be
 defined to affect `fit` (*note fit:: ).  Those which can be defined once
 gnuplot is running are listed under 'control_variables' while those defined
 before starting `gnuplot` are listed under 'environment_variables'.


* Menu:

* control variables::
* environment variables::


File: gnuplot.info, Node: control variables, Prev: fit controlling, Up: fit controlling, Next: environment variables

 The default epsilon limit (1e-5) may be changed by declaring a value for
       FIT_LIMIT
 When the sum of squared residuals changes between two iteration steps by
 a factor less than this number (epsilon), the fit is considered to have
 'converged'.

 The maximum number of iterations may be limited by declaring a value for
       FIT_MAXITER
 A value of 0 (or not defining it at all)  means that there is no limit.

 If you need even more control about the algorithm, and know the
 Marquardt-Levenberg algorithm well, there are some more variables to
 influence it. The startup value of `lambda` is normally calculated
 automatically from the ML-matrix, but if you want to, you may provide
 your own one with
       FIT_START_LAMBDA
 Specifying FIT_START_LAMBDA as zero or less will re-enable the automatic
 selection. The variable
       FIT_LAMBDA_FACTOR
 gives the factor by which `lambda` is increased or decreased whenever
 the chi-squared target function increased or decreased significantly.
 Setting FIT_LAMBDA_FACTOR to zero re-enables the default factor of
 10.0.

 Oher variables with the FIT_ prefix may be added to `fit` (*note fit:: ), so
 it is safer not to use that prefix for user-defined variables.

 The variables FIT_SKIP and FIT_INDEX were used by earlier releases of
 `gnuplot` (*note gnuplot:: ) with a 'fit' patch called gnufit and are no
 longer available. The datafile `every` (*note every:: ) modifier provides the
 functionality of FIT_SKIP. FIT_INDEX was used for multi-branch fitting, but
 multi-branch fitting of one independent variable is now done as a pseudo-3D
 fit in which the second independent variable and `using` (*note using:: ) are
 used to specify the branch. See `fit multi-branch` (*note multi-branch:: ).



File: gnuplot.info, Node: environment variables, Prev: control variables, Up: fit controlling

 The environment variables must be defined before `gnuplot` (*note gnuplot:: )
 is executed; how to do so depends on your operating system.

       FIT_LOG
 changes the name (and/or path) of the file to which the fit log will be
 written from the default of "fit.log" in the working directory.

       FIT_SCRIPT
 specifies a command that may be executed after an user interrupt. The default
 is `replot` (*note replot:: ), but a  `plot` (*note plot:: ) or  `load`
 (*note load:: ) command may be useful to display a plot customized to
 highlight the progress of the fit.



File: gnuplot.info, Node: multi-branch, Prev: fit controlling, Up: fit, Next: starting values

 In multi-branch fitting, multiple data sets can be simultaneously fit with
 functions of one independent variable having common parameters by minimizing
 the total WSSR.  The function and parameters (branch) for each data set are
 selected by using a 'pseudo-variable', e.g., either the dataline number (a
 'column' index of -1) or the datafile index (-2), as the second independent
 variable.

 Example:  Given two exponential decays of the form, z=f(x), each describing
 a different data set but having a common decay time, estimate the values of
 the parameters.  If the datafile has the format x:z:s, then
      f(x,y) = (y==0) ? a*exp(-x/tau) : b*exp(-x/tau)
      fit f(x,y) 'datafile' using  1:-1:2:3  via a, b, tau

 For a more complicated example, see the file "hexa.fnc" used by the
 "fit.dem" demo.

 Appropriate weighting may be required since unit weights may cause one
 branch to predominate if there is a difference in the scale of the dependent
 variable.  Fitting each branch separately, using the multi-branch solution
 as initial values, may give an indication as to the relative effect of each
 branch on the joint solution.


File: gnuplot.info, Node: starting values, Prev: multi-branch, Up: fit, Next: tips

 Nonlinear fitting is not guaranteed to converge to the global optimum (the
 solution with the smallest sum of squared residuals, SSR), and can get stuck
 at a local minimum.  The routine has no way to determine that;  it is up to
 you to judge whether this has happened.

 `fit` (*note fit:: ) may, and often will get "lost" if started far from a
 solution, where SSR is large and changing slowly as the parameters are varied,
 or it may reach a numerically unstable region (e.g., too large a number
 causing a floating point overflow) which results in an "undefined value"
 message or `gnuplot` (*note gnuplot:: ) halting.

 To improve the chances of finding the global optimum, you should set the
 starting values at least roughly in the vicinity of the solution, e.g.,
 within an order of magnitude, if possible.  The closer your starting values
 are to the solution, the less chance of stopping at another minimum.  One way
 to find starting values is to plot data and the fitting function on the same
 graph and change parameter values and `replot` (*note replot:: ) until
 reasonable similarity is reached.  The same plot is also useful to check
 whether the fit stopped at a minimum with a poor fit.

 Of course, a reasonably good fit is not proof there is not a "better" fit (in
 either a statistical sense, characterized by an improved goodness-of-fit
 criterion, or a physical sense, with a solution more consistent with the
 model.)  Depending on the problem, it may be desirable to `fit` with various
 sets of starting values, covering a reasonable range for each parameter.


File: gnuplot.info, Node: tips, Prev: starting values, Up: fit

 Here are some tips to keep in mind to get the most out of `fit`
 (*note fit:: ).  They're not very organized, so you'll have to read them
 several times until their essence has sunk in.

 The two forms of the `via` argument to `fit` serve two largely distinct
 purposes.  The `via "file"` form is best used for (possibly unattended) batch
 operation, where you just supply the startup values in a file and can later
 use `update` (*note update:: ) to copy the results back into another (or the
 same) parameter file.

 The `via var1, var2, ...` form is best used interactively, where the command
 history mechanism may be used to edit the list of parameters to be fitted or
 to supply new startup values for the next try.  This is particularly useful
 for hard problems, where a direct fit to all parameters at once won't work
 without good starting values.  To find such, you can iterate several times,
 fitting only some of the parameters, until the values are close enough to the
 goal that the final fit to all parameters at once will work.

 Make sure that there is no mutual dependency among parameters of the function
 you are fitting.  For example, don't try to fit a*exp(x+b), because
 a*exp(x+b)=a*exp(b)*exp(x).  Instead, fit either a*exp(x) or exp(x+b).

 A technical issue:  the parameters must not be too different in magnitude.
 The larger the ratio of the largest and the smallest absolute parameter
 values, the slower the fit will converge.  If the ratio is close to or above
 the inverse of the machine floating point precision, it may take next to
 forever to converge, or refuse to converge at all.  You will have to adapt
 your function to avoid this, e.g., replace 'parameter' by '1e9*parameter' in
 the function definition, and divide the starting value by 1e9.

 If you can write your function as a linear combination of simple functions
 weighted by the parameters to be fitted, by all means do so.  That helps a
 lot, because the problem is no longer nonlinear and should converge with only
 a small number of iterations, perhaps just one.

 Some prescriptions for analysing data, given in practical experimentation
 courses, may have you first fit some functions to your data, perhaps in a
 multi-step process of accounting for several aspects of the underlying
 theory one by one, and then extract the information you really wanted from
 the fitting parameters of those functions.  With `fit`, this may often be
 done in one step by writing the model function directly in terms of the
 desired parameters.  Transforming data can also quite often be avoided,
 though sometimes at the cost of a more difficult fit problem.  If you think
 this contradicts the previous paragraph about simplifying the fit function,
 you are correct.

 A "singular matrix" message indicates that this implementation of the
 Marquardt-Levenberg algorithm can't calculate parameter values for the next
 iteration.  Try different starting values, writing the function in another
 form, or a simpler function.

 Finally, a nice quote from the manual of another fitting package (fudgit),
 that kind of summarizes all these issues:  "Nonlinear fitting is an art!"


File: gnuplot.info, Node: help, Prev: fit, Up: Commands, Next: if

 The `help` command displays on-line help. To specify information on a
 particular topic use the syntax:

       help {<topic>}

 If <topic> is not specified, a short message is printed about `gnuplot`
 (*note gnuplot:: ). After help for the requested topic is given, a menu of
 subtopics is given; help for a subtopic may be requested by typing its name,
 extending the help request.  After that subtopic has been printed, the request
 may be extended again or you may go back one level to the previous
 topic.  Eventually, the `gnuplot` command line will return.

 If a question mark (?) is given as the topic, the list of topics currently
 available is printed on the screen.


File: gnuplot.info, Node: if, Prev: help, Up: Commands, Next: load

 The `if` command allows commands to be executed conditionally.

 Syntax:
       if (<condition>) <command-line>

 <condition> will be evaluated.  If it is true (non-zero), then the command(s)
 of the <command-line> will be executed.  If <condition> is false (zero), then
 the entire <command-line> is ignored.  Note that use of `;` to allow multiple
 commands on the same line will _not_ end the conditionalized commands.

 Examples:
       pi=3
       if (pi!=acos(-1)) print "?Fixing pi!"; pi=acos(-1); print pi
 will display:
       ?Fixing pi!
       3.14159265358979
 but
       if (1==2) print "Never see this"; print "Or this either"
 will not display anything.

 See `reread` (*note reread:: ) for an example of how if and reread can be used
 together to perform a loop.



File: gnuplot.info, Node: load, Prev: if, Up: Commands, Next: pause

 The `load` command executes each line of the specified input file as if it
 had been typed in interactively.  Files created by the `save` (*note save:: )
 command can later be `load`ed.  Any text file containing valid commands can be
 created and then executed by the `load` command.  Files being `load`ed may
 themselves contain `load` or `call` (*note call:: ) commands.  See comment for
 information about comments in commands.  To `load` with arguments, see
 `call`.

 The `load` command _must_ be the last command on a multi-command line.

 Syntax:
       load "<input-file>"

 The name of the input file must be enclosed in quotes.

 The special filename "-" may be used to `load` commands from standard input.
 This allows a `gnuplot` (*note gnuplot:: ) command file to accept some
 commands from standard input.  Please see "help batch/interactive" for more
 details.

 Examples:
       load 'work.gnu'
       load "func.dat"

 The `load` command is performed implicitly on any file names given as
 arguments to `gnuplot`.  These are loaded in the order specified, and
 then `gnuplot` exits.


File: gnuplot.info, Node: pause, Prev: load, Up: Commands, Next: plot

 The `pause` command displays any text associated with the command and then
 waits a specified amount of time or until the carriage return is pressed.
 `pause` is especially useful in conjunction with `load` (*note load:: )
 files.

 Syntax:
       pause <time> {"<string>"}

 <time> may be any integer constant or expression.  Choosing -1 will wait
 until a carriage return is hit, zero (0) won't pause at all, and a positive
 integer will wait the specified number of seconds.  `pause 0` is synonymous
 with `print` (*note print:: ).

 Note: Since `pause` communicates with the operating system rather than the
 graphics, it may behave differently with different device drivers (depending
 upon how text and graphics are mixed).

 Examples:
       pause -1    # Wait until a carriage return is hit
       pause 3     # Wait three seconds
       pause -1  "Hit return to continue"
       pause 10  "Isn't this pretty?  It's a cubic spline."



File: gnuplot.info, Node: plot, Prev: pause, Up: Commands, Next: data-file

 `plot` is the primary command for drawing plots with `gnuplot`
 (*note gnuplot:: ).  It creates plots of functions and data in many, many
 ways.  `plot` is used to draw 2-d functions and data; `splot` (*note splot:: )
 draws 2-d projections of 3-d surfaces and data. `plot` and `splot` contain
 many common features; see `splot` for differences. Note specifically that
 `splot`'s `binary` (*note binary:: ) and  `matrix` (*note matrix:: ) options
 do not exist for `plot`.

 Syntax:
       plot {<ranges>}
            {<function> | {"<datafile>" {datafile-modifiers}}}
            {axes <axes>} {<title-spec>} {with <style>}
            {, {definitions,} <function> ...}

 where either a <function> or the name of a data file enclosed in quotes is
 supplied.  A function is a mathematical expression or a pair of mathematical
 expressions in parametric mode.  The expressions may be defined completely or
 in part earlier in the stream of `gnuplot` commands (see `user-defined`
 (*note User-defined:: )).

 It is also possible to define functions and parameters on the `plot` command
 itself.  This is done merely by isolating them from other items with commas.

 There are four possible sets of axes available; the keyword <axes> is used to
 select the axes for which a particular line should be scaled.  `x1y1` refers
 to the axes on the bottom and left; `x2y2` to those on the top and right;
 `x1y2` to those on the bottom and right; and `x2y1` to those on the top and
 left.  Ranges specified on the `plot` command apply only to the first set of
 axes (bottom left).

 Examples:
       plot sin(x)
       plot f(x) = sin(x*a), a = .2, f(x), a = .4, f(x)
       plot [t=1:10] [-pi:pi*2] tan(t), \
            "data.1" using (tan($2)):($3/$4) smooth csplines \
                     axes x1y2 notitle with lines 5


* Menu:

* data-file::
* errorbars::
* parametric::
* ranges::
* title::
* with::


File: gnuplot.info, Node: data-file, Prev: plot, Up: plot, Next: every

 Discrete data contained in a file can be displayed by specifying the name of
 the data file (enclosed in single or double quotes) on the `plot`
 (*note plot:: ) command line.

 Syntax:
       plot '<file_name>' {index <index list>}
                             {every <every list>}
                             {thru <thru expression>}
                             {using <using list>}
                             {smooth <option>}

 The modifiers `index` (*note index:: ),  `every` (*note every:: ),  `thru`
 (*note thru:: ),  `using` (*note using:: ), and  `smooth` (*note smooth:: )
 are discussed separately.  In brief, `index` selects which data sets in a
 multi-data-set file are to be plotted, `every` specifies which points within a
 single data set are to be plotted, `using` determines how the columns within a
 single record are to be interpreted (`thru` is a special case of `using`),
 and `smooth` allows for simple interpolation and approximation.  ('splot' has
 a similar syntax, but does not support the `smooth` and `thru` options.)

 Data files should contain at least one data point per record (`using` can
 select one data point from the record).  Records beginning with `#` (and
 also with `!` on VMS) will be treated as comments and ignored.  Each data
 point represents an (x,y) pair.  For `plot`s with error bars (see `set style
 errorbars`), each data point is (x,y,ydelta), (x,y,ylow,yhigh), (x,y,xdelta),
 (x,y,xlow,xhigh), or (x,y,xlow,xhigh,ylow,yhigh).  In all cases, the numbers
 on each record of a data file must be separated by white space (one or more
 blanks or tabs), unless a format specifier is provided by the `using` option.
 This white space divides each record into columns.

 Data may be written in exponential format with the exponent preceded by the
 letter e, E, d, D, q, or Q.

 Only one column (the y value) need be provided.  If x is omitted, `gnuplot`
 (*note gnuplot:: ) provides integer values starting at 0.

 In datafiles, blank records (records with no characters other than blanks and
 a newline and/or carriage return) are significant---pairs of blank records
 separate `index`es (see `plot datafile index`).  Data separated by double
 blank records are treated as if they were in separate data files.

 Single blank records designate discontinuities in a `plot`; no line will join
 points separated by a blank records (if they are plotted with a line style).

 If autoscaling has been enabled (`set autoscale` (*note autoscale:: )), the
 axes are automatically extended to include all datapoints, with a whole number
 of tic marks if tics are being drawn.  This has two consequences: i) For
 `splot` (*note splot:: ), the corner of the surface may not coincide with the
 corner of the base.  In this case, no vertical line is drawn.  ii) When
 plotting data with the same x range on a dual-axis graph, the x coordinates
 may not coincide if the x2tics are not being drawn.  This is because the x
 axis has been autoextended to a whole number of tics, but the x2 axis has
 not.  The following example illustrates the problem:

       reset; plot '-', '-'
       1 1
       19 19
       e
       1 1
       19 19
       e

* Menu:

* every::
* example datafile::
* index::
* smooth::
* special-filenames::
* thru::
* using::


File: gnuplot.info, Node: every, Prev: data-file, Up: data-file, Next: example datafile

 The `every` keyword allows a periodic sampling of a data set to be plotted.

 In the discussion a "point" is a datum defined by a single record in the
 file; "block" here will mean the same thing as "datablock" (see `glossary`
 (*note Glossary:: )).

 Syntax:
       plot 'file' every {<point_incr>}
                           {:{<block_incr>}
                             {:{<start_point>}
                               {:{<start_block>}
                                 {:{<end_point>}
                                   {:<end_block>}}}}}

 The data points to be plotted are selected according to a loop from
 <`start_point`> to <`end_point`> with increment <`point_incr`> and the
 blocks according to a loop from <`start_block`> to <`end_block`> with
 increment <`block_incr`>.

 The first datum in each block is numbered '0', as is the first block in the
 file.

 Note that records containing unplottable information are counted.

 Any of the numbers can be omitted; the increments default to unity, the start
 values to the first point or block, and the end values to the last point or
 block.  If `every` is not specified, all points in all lines are plotted.

 Examples:
       every :::3::3    # selects just the fourth block ('0' is first)
       every :::::9     # selects the first 10 blocks
       every 2:2        # selects every other point in every other block
       every ::5::15    # selects points 5 through 15 in each block


File: gnuplot.info, Node: example datafile, Prev: every, Up: data-file, Next: index

 This example plots the data in the file "population.dat" and a theoretical
 curve:

       pop(x) = 103*exp((1965-x)/10)
       plot [1960:1990] 'population.dat', pop(x)

 The file "population.dat" might contain:

       # Gnu population in Antarctica since 1965
          1965   103
          1970   55
          1975   34
          1980   24
          1985   10



File: gnuplot.info, Node: index, Prev: example datafile, Up: data-file, Next: smooth

 The `index` keyword allows only some of the data sets in a multi-data-set
 file to be plotted.

 Syntax:
       plot 'file' index <m>{{:<n>}:<p>}

 Data sets are separated by pairs of blank records.  `index <m>` selects only
 set <m>; `index <m>:<n>` selects sets in the range <m> to <n>; and `index
 <m>:<n>:<p>` selects indices <m>, <m>+<p>, <m>+2<p>, etc., but stopping at
 <n>.  Following C indexing, the index 0 is assigned to the first data set in
 the file.  Specifying too large an index results in an error message.  If
 `index` is not specified, all sets are plotted as a single data set.

 Example:
       plot 'file' index 4:5


File: gnuplot.info, Node: smooth, Prev: index, Up: data-file, Next: acsplines

 `gnuplot` (*note gnuplot:: ) includes a few general-purpose routines for
 interpolation and approximation of data; these are grouped under the `smooth`
 option.  More sophisticated data processing may be performed by preprocessing
 the data externally or by using `fit` (*note fit:: ) with an appropriate
 model.

 Syntax:
       smooth {unique | csplines | acsplines | bezier | sbezier}

 `unique` (*note unique:: ) plots the data after making them monotonic.  Each
 of the other routines uses the data to determine the coefficients of a
 continuous curve between the endpoints of the data.  This curve is then
 plotted in the same manner as a function, that is, by finding its value at
 uniform intervals along the abscissa (see `set samples` (*note samples:: ))
 and connecting these points with straight line segments (if a line style is
 chosen).

 If `autoscale` (*note autoscale:: ) is in effect, the ranges will be computed
 such that the plotted curve lies within the borders of the graph.

 If too few points are available to allow the selected option to be applied,
 an error message is produced.  The minimum number is one for `unique`, four
 for `acsplines` (*note acsplines:: ), and three for the others.

 The `smooth` options have no effect on function plots.

* Menu:

* acsplines::
* bezier::
* csplines::
* sbezier::
* unique::


File: gnuplot.info, Node: acsplines, Prev: smooth, Up: smooth, Next: bezier

 The `acsplines` option approximates the data with a "natural smoothing spline".
 After the data are made monotonic in x (see `smooth unique`
 (*note unique:: )), a curve is piecewise constructed from segments of cubic
 polynomials whose coefficients are found by the weighting the data points; the
 weights are taken from the third column in the data file.  That default can be
 modified by the third entry in the `using` (*note using:: ) list, e.g.,
       plot 'data-file' using 1:2:(1.0) smooth acsplines

 Qualitatively, the absolute magnitude of the weights determines the number
 of segments used to construct the curve.  If the weights are large, the
 effect of each datum is large and the curve approaches that produced by
 connecting consecutive points with natural cubic splines.  If the weights are
 small, the curve is composed of fewer segments and thus is smoother; the
 limiting case is the single segment produced by a weighted linear least
 squares fit to all the data.  The smoothing weight can be expressed in terms
 of errors as a statistical weight for a point divided by a "smoothing factor"
 for the curve so that (standard) errors in the file can be used as smoothing
 weights.

 Example:
       sw(x,S)=1/(x*x*S)
       plot 'data_file' using 1:2:(sw($3,100)) smooth acsplines


File: gnuplot.info, Node: bezier, Prev: acsplines, Up: smooth, Next: csplines

 The `bezier` option approximates the data with a Bezier curve of degree n
 (the number of data points) that connects the endpoints.


File: gnuplot.info, Node: csplines, Prev: bezier, Up: smooth, Next: sbezier

 The `csplines` option connects consecutive points by natural cubic splines
 after rendering the data monotonic (see `smooth unique` (*note unique:: )).



File: gnuplot.info, Node: sbezier, Prev: csplines, Up: smooth, Next: unique

 The `sbezier` option first renders the data monotonic (`unique`
 (*note unique:: )) and then applies the `bezier` (*note bezier:: ) algorithm.



File: gnuplot.info, Node: unique, Prev: sbezier, Up: smooth

 The `unique` option makes the data monotonic in x; points with the same
 x-value are replaced by a single point having the average y-value.  The
 resulting points are then connected by straight line segments.


File: gnuplot.info, Node: special-filenames, Prev: smooth, Up: data-file, Next: thru

 A special filename of `'-'` specifies that the data are inline; i.e., they
 follow the command.  Only the data follow the command; `plot` (*note plot:: )
 options like filters, titles, and line styles remain on the 'plot' command
 line.  This is similar to << in unix shell script, and $DECK in VMS DCL.  The
 data are entered as though they are being read from a file, one data point per
 record. The letter "e" at the start of the first column terminates data
 entry.  The `using` (*note using:: ) option can be applied to these
 data---using it to filter them through a function might make sense, but
 selecting columns probably doesn't!

 `'-'` is intended for situations where it is useful to have data and commands
 together, e.g., when `gnuplot` (*note gnuplot:: ) is run as a sub-process of
 some front-end application.  Some of the demos, for example, might use this
 feature.  While `plot` options such as `index` (*note index:: ) and  `every`
 (*note every:: ) are recognized, their use forces you to enter data that won't
 be used.  For example, while

       plot '-' index 0, '-' index 1
       2
       4
       6


       10
       12
       14
       e
       2
       4
       6


       10
       12
       14
       e

 does indeed work,

       plot '-', '-'
       2
       4
       6
       e
       10
       12
       14
       e

 is a lot easier to type.

 If you use `'-'` with `replot` (*note replot:: ), you may need to enter the
 data more than once (see `replot`).

 A blank filename ('') specifies that the previous filename should be reused.
 This can be useful with things like

       plot 'a/very/long/filename' using 1:2, '' using 1:3, '' using 1:4

 (If you use both `'-'` and `''` on the same `plot` command, you'll need to
 have two sets of inline data, as in the example above.)

 On some computer systems with a popen function (Unix), the datafile can be
 piped through a shell command by starting the file name with a '<'.  For
 example,

       pop(x) = 103*exp(-x/10)
       plot "< awk '{print $1-1965, $2}' population.dat", pop(x)

 would plot the same information as the first population example but with
 years since 1965 as the x axis.  If you want to execute this example, you
 have to delete all comments from the data file above or substitute the
 following command for the first part of the command above (the part up to
 the comma):

       plot "< awk '$0 !~ /^#/ {print $1-1965, $2}' population.dat"

 While this approach is most flexible, it is possible to achieve simple
 filtering with the `using` or `thru` (*note thru:: ) keywords.



File: gnuplot.info, Node: thru, Prev: special-filenames, Up: data-file, Next: using

 The `thru` function is provided for backward compatibility.

 Syntax:
       plot 'file' thru f(x)

 It is equivalent to:

       plot 'file' using 1:(f($2))

 While the latter appears more complex, it is much more flexible.  The more
 natural

       plot 'file' thru f(y)

 also works (i.e. you can use y as the dummy variable).

 `thru` is parsed for `splot` (*note splot:: ) and  `fit` (*note fit:: ) but
 has no effect.



File: gnuplot.info, Node: using, Prev: thru, Up: data-file

 The most common datafile modifier is `using`.

 Syntax:
       plot 'file' using {<entry> {:<entry> {:<entry> ...}}} {'format'}

 If a format is specified, each datafile record is read using the C library's
 'scanf' function, with the specified format string.  Otherwise the record is
 read and broken into columns at spaces or tabs.  A format cannot be specified
 if time-format data is being used (this must be done by `set data time`).

 The resulting array of data is then sorted into columns according to the
 entries.  Each <entry> may be a simple column number, which selects the
 datum, an expression enclosed in parentheses, or empty.  The expression can
 use $1 to access the first item read, $2 for the second item, and so on.  It
 can also use `column(x)` and `valid(x)` where x is an arbitrary expression
 resulting in an integer.  `column(x)` returns the x'th datum; `valid(x)`
 tests that the datum in the x'th column is a valid number.  A column number
 of 0 generates a number increasing (from zero) with each point, and is reset
 upon encountering two blank records.  A column number of -1 gives the
 dataline number, which starts at 0, increments at single blank records, and
 is reset at double blank records.  A column number of -2 gives the index
 number, which is incremented only when two blank records are found.  An empty
 <entry> will default to its order in the list of entries.  For example,
 `using ::4` is interpreted as `using 1:2:4`.

 N.B.---the `call` (*note call:: ) command also uses $'s as a special
 character.  See call for details about how to include a column number in a
 `call` argument list.

 If the `using` list has but a single entry, that <entry> will be used for y
 and the data point number is used for x; for example, "`plot 'file' using 1`"
 is identical to "`plot 'file' using 0:1`".  If the `using` list has two
 entries, these will be used for x and y.  Additional entries are usually
 errors in x and/or y.  See `set style` (*note style:: ) for details about
 plotting styles that make use of error information, and `fit` (*note fit:: )
 for use of error information in curve fitting.

 'scanf' accepts several numerical specifications but `gnuplot`
 (*note gnuplot:: ) requires all inputs to be double-precision floating-point
 variables, so `lf` is the only permissible specifier.  'scanf' expects to see
 white space---a blank, tab ("\t"), newline ("\n"), or formfeed
 ("\f")---between numbers; anything else in the input stream must be explicitly
 skipped.

 Note that the use of "\t", "\n", or "\f" or requires use of double-quotes
 rather than single-quotes.

 Examples:

 This creates a plot of the sum of the 2nd and 3rd data against the first:
 (The format string specifies comma- rather than space-separated columns.)
       plot 'file' using 1:($2+$3) '%lf,%lf,%lf'

 In this example the data are read from the file "MyData" using a more
 complicated format:
       plot 'MyData' using "%*lf%lf%*20[^\n]%lf"

 The meaning of this format is:

       %*lf        ignore a number
       %lf         read a double-precision number (x by default)
       %*20[^\n]   ignore 20 non-newline characters
       %lf         read a double-precision number (y by default)

 One trick is to use the ternary `?:` operator to filter data:

       plot 'file' using 1:($3>10 ? $2 : 1/0)

 which plots the datum in column two against that in column one provided
 the datum in column three exceeds ten.  `1/0` is undefined; `gnuplot`
 quietly ignores undefined points, so unsuitable points are suppressed.

 In fact, you can use a constant expression for the column number, provided it
 doesn't start with an opening parenthesis; constructs like `using
 0+(complicated expression)` can be used.  The crucial point is that the
 expression is evaluated once if it doesn't start with a left parenthesis, or
 once for each data point read if it does.

 If timeseries data are being used, the time can span multiple columns.  The
 starting column should be specified.  Note that the spaces within the time
 must be included when calculating starting columns for other data.  E.g., if
 the first element on a line is a time with an embedded space, the y value
 should be specified as column three.

 It should be noted that `plot 'file'`, `plot 'file' using 1:2`, and `plot
 (*note plot:: ) 'file' using ($1):($2)` can be subtly different: 1) if `file`
 has some lines with one column and some with two, the first will invent x
 values when they are missing, the second will quietly ignore the lines with
 one column, and the third will store an undefined value for lines with one
 point (so that in a plot with lines, no line joins points across the bad
 point); 2) if a line contains text at the first column, the first will abort
 the plot on an error, but the second and third should quietly skip the
 garbage.

 In fact, it is often possible to plot a file with lots of lines of garbage at
 the top simply by specifying

       plot 'file' using 1:2

 However, if you want to leave text in your data files, it is safer to put the
 comment character (#) in the first column of the text lines.


File: gnuplot.info, Node: errorbars, Prev: data-file, Up: plot, Next: parametric

 Error bars are supported for 2-d data file plots by reading one to four
 additional columns (or `using` (*note using:: ) entries); these additional
 values are used in different ways by the various errorbar styles.

 In the default situation, `gnuplot` (*note gnuplot:: ) expects to see three,
 four, or six numbers on each line of the data file---either

       (x, y, ydelta),
       (x, y, ylow, yhigh),
       (x, y, xdelta),
       (x, y, xlow, xhigh),
       (x, y, xdelta, ydelta), or
       (x, y, xlow, xhigh, ylow, yhigh).

 The x coordinate must be specified.  The order of the numbers must be
 exactly as given above, though the `using` qualifier can manipulate the order
 and provide values for missing columns.  For example,

       plot 'file' with errorbars
       plot 'file' using 1:2:(sqrt($1)) with xerrorbars
       plot 'file' using 1:2:($1-$3):($1+$3):4:5 with xyerrorbars

 The last example is for a file containing an unsupported combination of
 relative x and absolute y errors.  The `using` entry generates absolute x min
 and max from the relative error.

 The y error bar is a vertical line plotted from (x, ylow) to (x, yhigh).
 If ydelta is specified instead of ylow and yhigh, ylow = y - ydelta and
 yhigh = y + ydelta are derived.  If there are only two numbers on the record,
 yhigh and ylow are both set to y.  The x error bar is a horizontal line
 computed in the same fashion.  To get lines plotted between the data points,
 `plot` (*note plot:: ) the data file twice, once with errorbars and once with
 lines (but remember to use the `notitle` option on one to avoid two entries in
 the key).

 The error bars have crossbars at each end unless `set bar` (*note bar:: ) is
 used (see set bar` for details).

 If autoscaling is on, the ranges will be adjusted to include the error bars.

 See `plot using`, `plot with` (*note with:: ), and  `set style`
 (*note style:: ) for more information.



File: gnuplot.info, Node: parametric, Prev: errorbars, Up: plot, Next: ranges

 When in parametric mode (`set parametric` (*note parametric:: )) mathematical
 expressions must be given in pairs for `plot` (*note plot:: ) and in triplets
 for  `splot` (*note splot:: ).

 Examples:
       plot sin(t),t**2
       splot cos(u)*cos(v),cos(u)*sin(v),sin(u)

 Data files are plotted as before, except any preceding parametric function
 must be fully specified before a data file is given as a plot.  In other
 words, the x parametric function (`sin(t)` above) and the y parametric
 function (`t**2` above) must not be interrupted with any modifiers or data
 functions; doing so will generate a syntax error stating that the parametric
 function is not fully specified.

 Other modifiers, such as `with` (*note with:: ) and  `title` (*note title:: ),
 may be specified only after the parametric function has been completed:

       plot sin(t),t**2 title 'Parametric example' with linespoints


File: gnuplot.info, Node: ranges, Prev: parametric, Up: plot, Next: title

 The optional ranges specify the region of the graph that will be displayed.

 Syntax:
       [{<dummy-var>=}{{<min>}:{<max>}}]
       [{{<min>}:{<max>}}]

 The first form applies to the independent variable (`xrange` (*note xrange:: )
 or  `trange` (*note trange:: ), if in parametric mode).  The second form
 applies to the dependent variable `yrange` (*note yrange:: ) (and xrange, too,
 if in parametric mode).  <dummy-var> is a new name for the independent
 variable.  (The defaults may be changed with `set dummy`.)  The optional <min>
 and <max> terms can be constant expressions or *.

 In non-parametric mode, the order in which ranges must be given is `xrange`
 and `yrange`.

 In parametric mode, the order for the `plot` (*note plot:: ) command is
 trange, xrange, and `yrange`.  The following `plot` command shows setting the
 `trange` to [-pi:pi], the `xrange` to [-1.3:1.3] and the `yrange` to [-1:1]
 for the duration of the graph:

       plot [-pi:pi] [-1.3:1.3] [-1:1] sin(t),t**2

 Note that the x2range and y2range cannot be specified here---`set x2range`
 (*note x2range:: ) and `set y2range` (*note y2range:: ) must be used.

 Ranges are interpreted in the order listed above for the appropriate mode.
 Once all those needed are specified, no further ones must be listed, but
 unneeded ones cannot be skipped---use an empty range `[]` as a placeholder.

 `*` can be used to allow autoscaling of either of min and max.  See also
 `set autoscale` (*note autoscale:: ).

 Ranges specified on the `plot` or `splot` (*note splot:: ) command line affect
 only that graph; use the `set xrange`, `set yrange`, etc., commands to change
 the default ranges for future graphs.

 With time data, you must provide the range (in the same manner as the time
 appears in the datafile) within quotes.  `gnuplot` (*note gnuplot:: ) uses the
  `timefmt` (*note timefmt:: ) string to read the value---see `set timefmt`.

 Examples:

 This uses the current ranges:
       plot cos(x)

 This sets the x range only:
       plot [-10:30] sin(pi*x)/(pi*x)

 This is the same, but uses t as the dummy-variable:
       plot [t = -10 :30]  sin(pi*t)/(pi*t)

 This sets both the x and y ranges:
       plot [-pi:pi] [-3:3]  tan(x), 1/x

 This sets only the y range, and turns off autoscaling on both axes:
       plot [ ] [-2:sin(5)*-8] sin(x)**besj0(x)

 This sets xmax and ymin only:
       plot [:200] [-pi:]  exp(sin(x))

 This sets the x range for a timeseries:
       set timefmt "%d/%m/%y %H:%M"
       plot ["1/6/93 12:00":"5/6/93 12:00"] 'timedata.dat'



File: gnuplot.info, Node: title, Prev: ranges, Up: plot, Next: with

 A line title for each function and data set appears in the key, accompanied
 by a sample of the line and/or symbol used to represent it.  It can be
 changed by using the `title` option.

 Syntax:
       title "<title>" | notitle

 where <title> is the new title of the line and must be enclosed in quotes.
 The quotes will not be shown in the key.  A special character may be given as
 a backslash followed by its octal value ("\345").  The tab character "\t" is
 understood.  Note that backslash processing occurs only for strings enclosed
 in double quotes---use single quotes to prevent such processing.  The newline
 character "\n" is not processed in key entries in either type of string.

 The line title and sample can be omitted from the key by using the keyword
 `notitle`.  A null title (`title ''`) is equivalent to `notitle`.  If only
 the sample is wanted, use one or more blanks (`title ' '`).

 By default the line title is the function or file name as it appears on the
 `plot` (*note plot:: ) command.  If it is a file name, any datafile modifiers
 specified will be included in the default title.

 The layout of the key itself (position, title justification, etc.) can be
 controlled by `set key` (*note key:: ).  Please see set key for details.

 Examples:

 This plots y=x with the title 'x':
       plot x

 This plots x squared with title "x^2" and file "data.1" with title
 "measured data":
       plot x**2 title "x^2", 'data.1' t "measured data"

 This puts an untitled circular border around a polar graph:
       set polar; plot my_function(t), 1 notitle


File: gnuplot.info, Node: with, Prev: title, Up: plot

 Functions and data may be displayed in one of a large number of styles.
 The `with` keyword provides the means of selection.

 Syntax:
       with <style> { {linestyle | ls <line_style>}
                      | {{linetype | lt <line_type>}
                         {linewidth | lw <line_width>}
                         {pointtype | pt <point_type>}
                         {pointsize | ps <point_size>}} }

 where <style> is either `lines` (*note lines:: ),  `points` (*note points:: ),
  `linespoints` (*note linespoints:: ),  `impulses` (*note impulses:: ),
  `dots` (*note dots:: ), `steps` (*note steps:: ),  `fsteps`
 (*note fsteps:: ),  `histeps` (*note histeps:: ),  `errorbars`
 (*note errorbars:: ),  `xerrorbars` (*note xerrorbars:: ),  `yerrorbars`
 (*note yerrorbars:: ), `xyerrorbars` (*note xyerrorbars:: ),  `boxes`
 (*note boxes:: ),  `boxerrorbars` (*note boxerrorbars:: ),  `boxxyerrorbars`
 (*note boxxyerrorbars:: ),  `financebars` (*note financebars:: ),
 `candlesticks` (*note candlesticks:: ) or  `vector` (*note vector:: ).  Some
 of these styles require additional information.  See `set style <style>` for
 details of each style.

 Default styles are chosen with the `set function style`
 (*note function style:: ) and  `set data style` (*note data style:: )
 commands.

 By default, each function and data file will use a different line type and
 point type, up to the maximum number of available types.  All terminal
 drivers support at least six different point types, and re-use them, in
 order, if more are required.  The LaTeX driver supplies an additional six
 point types (all variants of a circle), and thus will only repeat after 12
 curves are plotted with points.  The PostScript drivers (`postscript`
 (*note postscript:: )) supplies a total of 64.

 If you wish to choose the line or point type for a single plot, <line_type>
 and <point_type> may be specified.  These are positive integer constants (or
 expressions) that specify the line type and point type to be used for the
 plot.  Use `test` (*note test:: ) to display the types available for your
 terminal.

 You may also scale the line width and point size for a plot by using
 <line_width> and <point_size>, which are specified relative to the default
 values for each terminal.  The pointsize may also be altered globally---see
 `set pointsize` (*note pointsize:: ) for details.  But note that both
 <point_size> as set here and as set by `set pointsize` multiply the default
 point size---their effects are not cumulative.  That is, `set pointsize 2;
 plot x w p ps 3` will use points three times default size, not six.

 If you have defined specific line type/width and point type/size combinations
 with `set linestyle` (*note linestyle:: ), one of these may be selected by
 setting <line_style> to the index of the desired style.

 The keywords may be abbreviated as indicated.

 Note that the `linewidth` (*note linewidth:: ) and pointsize options are not
 supported by all terminals.

 Examples:

 This plots sin(x) with impulses:
       plot sin(x) with impulses

 This plots x with points, x**2 with the default:
       plot x*y w points, x**2 + y**2

 This plots tan(x) with the default function style, file "data.1" with lines:
       plot [ ] [-2:5] tan(x), 'data.1' with l

 This plots "leastsq.dat" with impulses:
       plot 'leastsq.dat' w i

 This plots the data file "population" with boxes:
       plot 'population' with boxes

 This plots "exper.dat" with errorbars and lines connecting the points
 (errorbars require three or four columns):
       plot 'exper.dat' w lines, 'exper.dat' notitle w errorbars

 This plots sin(x) and cos(x) with linespoints, using the same line type but
 different point types:
       plot sin(x) with linesp lt 1 pt 3, cos(x) with linesp lt 1 pt 4

 This plots file "data" with points of type 3 and twice usual size:
       plot 'data' with points pointtype 3 pointsize 2

 This plots two data sets with lines differing only by weight:
       plot 'd1' t "good" w l lt 2 lw 3, 'd2' t "bad" w l lt 2 lw 1

 See `set style` (*note style:: ) to change the default styles.



File: gnuplot.info, Node: print, Prev: plot, Up: Commands, Next: pwd

 The `print` command prints the value of <expression> to the screen.  It is
 synonymous with `pause 0`.  <expression> may be anything that `gnuplot`
 (*note gnuplot:: ) can evaluate that produces a number, or it can be a
 string.

 Syntax:
       print <expression> {, <expression>, ...}

 See `expressions` (*note Expressions:: ).



File: gnuplot.info, Node: pwd, Prev: print, Up: Commands, Next: quit

 The `pwd` command prints the name of the working directory to the screen.


File: gnuplot.info, Node: quit, Prev: pwd, Up: Commands, Next: replot

 The `exit` (*note exit:: ) and quit commands and END-OF-FILE character will
 exit it `gnuplot` (*note gnuplot:: ). Each of these commands will clear the
 output device (as does the `clear` (*note clear:: ) command) before exiting.



File: gnuplot.info, Node: replot, Prev: quit, Up: Commands, Next: reread

 The `replot` command without arguments repeats the last `plot` (*note plot:: )
 or  `splot` (*note splot:: ) command.  This can be useful for viewing a plot
 with different `set` (*note set-show:: ) options, or when generating the same
 plot for several devices.

 Arguments specified after a `replot` command will be added onto the last
 `plot` or `splot` command (with an implied ',' separator) before it is
 repeated.  `replot` accepts the same arguments as the `plot` and `splot`
 commands except that ranges cannot be specified.  Thus you can use `replot`
 to plot a function against the second axes if the previous command was `plot`
 but not if it was `splot`, and similarly you can use `replot` to add a plot
 from a binary file only if the previous command was `splot`.

 N.B.---use of

       plot '-' ; ... ; replot

 is not recommended.  `gnuplot` (*note gnuplot:: ) does not store the inline
 data internally, so since `replot` appends new information to the previous
 `plot` and then executes the modified command, the `'-'` from the initial
 `plot` will expect to read inline data again.

 Note that `replot` does not work in `multiplot` (*note multiplot:: ) mode,
 since it reproduces only the last plot rather than the entire screen.

 See also `command-line-editing` (*note Command-line-editing:: ) for ways to
 edit the last plot (splot) command.



File: gnuplot.info, Node: reread, Prev: replot, Up: Commands, Next: reset

 The `reread` command causes the current `gnuplot` (*note gnuplot:: ) command
 file, as specified by a `load` (*note load:: ) command or on the command line,
 to be reset to its starting point before further commands are read from
 it.  This essentially implements an endless loop of the commands from the
 beginning of the command file to the `reread` command.  (But this is not
 necessarily a disaster---`reread` can be very useful when used in conjunction
 with `if` (*note if:: ).  See if for details.) The `reread` command has no
 effect if input from standard input.

 Examples:

 Suppose the file "looper" contains the commands
       a=a+1
       plot sin(x*a)
       pause -1
       if(a<5) reread
 and from within `gnuplot` you submit the commands
       a=0
       load 'looper'
 The result will be four plots (separated by the `pause` (*note pause:: )
 message).

 Suppose the file "data" contains six columns of numbers with a total yrange
 from 0 to 10; the first is x and the next are five different functions of x.
 Suppose also that the file "plotter" contains the commands
       c_p = c_p+1
       plot "$0" using 1:c_p with lines linetype c_p
       if(c_p <  n_p) reread
 and from within `gnuplot` you submit the commands
       n_p=6
       c_p=1
       set nokey
       set yrange [0:10]
       set multiplot
       call 'plotter' 'data'
       set nomultiplot
 The result is a single graph consisting of five plots.  The yrange must be
 set explicitly to guarantee that the five separate graphs (drawn on top of
 each other in multiplot mode) will have exactly the same axes.  The linetype
 must be specified; otherwise all the plots would be drawn with the same type.


File: gnuplot.info, Node: reset, Prev: reread, Up: Commands, Next: save

 The `reset` command causes all options that can be set with the `set`
 (*note set-show:: ) command to take on their default values.  The only
 exceptions are that the terminal set with `set term` (*note terminal:: ) and
 the output file set with  `set output` (*note output:: ) are left
 unchanged.  This command is useful, e.g., to restore the default settings at
 the end of a command file, or to return to a defined state after lots of
 settings have been changed within a command file.  Please refer to the `set`
 command to see the default values that the various options take.



File: gnuplot.info, Node: save, Prev: reset, Up: Commands, Next: set-show

 The `save` command saves user-defined functions, variables, `set`
 (*note set-show:: ) options, or all three, plus the last `plot`
 (*note plot:: ) ((`splot` (*note splot:: )) command to the specified file.

 Syntax:
       save  {<option>} '<filename>'

 where <option> is `functions` (*note functions:: ),  `variables`
 (*note variables:: ) or set. If no option is used, `gnuplot`
 (*note gnuplot:: ) saves functions, variables, set options and the last plot
 (`splot`) command.

 `save`d files are written in text format and may be read by the `load`
 (*note load:: ) command.

 The filename must be enclosed in quotes.

 Examples:
       save 'work.gnu'
       save functions 'func.dat'
       save var 'var.dat'
       save set 'options.dat'


File: gnuplot.info, Node: set-show, Prev: save, Up: Commands, Next: angles

 The `set` command can be used to sets _lots_ of options.  No screen is
 drawn, however, until a `plot` (*note plot:: ),  `splot` (*note splot:: ), or
  `replot` (*note replot:: ) command is given.

 The `show` command shows their settings;  `show all` shows all the
 settings.

 If a variable contains time/date data, `show` will display it according to
 the format currently defined by `set timefmt` (*note timefmt:: ), even if that
 was not in effect when the variable was initially defined.


* Menu:

* angles::
* arrow::
* autoscale::
* bar::
* bmargin::
* border::
* boxwidth::
* clabel::
* clip::
* cntrparam::
* contour::
* data style::
* dgrid3d::
* dummy::
* encoding::
* format::
* function style::
* functions::
* grid::
* hidden3d::
* isosamples::
* key::
* label::
* linestyle::
* lmargin::
* locale::
* logscale::
* mapping::
* margin::
* missing::
* multiplot::
* mx2tics::
* mxtics::
* my2tics::
* mytics::
* mztics::
* offsets::
* origin::
* output::
* parametric::
* pointsize::
* polar::
* rmargin::
* rrange::
* samples::
* size::
* style::
* surface::
* terminal::
* tics::
* ticslevel::
* ticscale::
* timestamp::
* timefmt::
* title::
* tmargin::
* trange::
* urange::
* variables::
* version::
* view::
* vrange::
* x2data::
* x2dtics::
* x2label::
* x2mtics::
* x2range::
* x2tics::
* x2zeroaxis::
* xdata::
* xdtics::
* xlabel::
* xmtics::
* xrange::
* xtics::
* xzeroaxis::
* y2data::
* y2dtics::
* y2label::
* y2mtics::
* y2range::
* y2tics::
* y2zeroaxis::
* ydata::
* ydtics::
* ylabel::
* ymtics::
* yrange::
* ytics::
* yzeroaxis::
* zdata::
* zdtics::
* zero::
* zeroaxis::
* zlabel::
* zmtics::
* zrange::
* ztics::


File: gnuplot.info, Node: angles, Prev: set-show, Up: set-show, Next: arrow

 By default, `gnuplot` (*note gnuplot:: ) assumes the independent variable in
 polar graphs is in units of radians.  If `set angles degrees` is specified
 before `set polar` (*note polar:: ), then the default range is [0:360] and the
 independent variable has units of degrees.  This is particularly useful for
 plots of data files.  The angle setting also applies to 3-d mapping as set via
 the `set mapping` (*note mapping:: ) command.

 Syntax:
       set angles {degrees | radians}
       show angles

 The angle specified in `set grid polar` is also read and displayed in the
 units specified by `set angles`.

 `set angles` also affects the arguments of the machine-defined functions
 sin(x), cos(x) and tan(x), and the outputs of asin(x), acos(x), atan(x),
 atan2(x), and arg(x).  It has no effect on the arguments of hyperbolic
 functions or Bessel functions.  However, the output arguments of inverse
 hyperbolic functions of complex arguments are affected; if these functions
 are used, `set angles radians` must be in effect to maintain consistency
 between input and output arguments.

       x={1.0,0.1}
       set angles radians
       y=sinh(x)
       print y         #prints {1.16933, 0.154051}
       print asinh(y)  #prints {1.0, 0.1}
 but
       set angles degrees
       y=sinh(x)
       print y         #prints {1.16933, 0.154051}
       print asinh(y)  #prints {57.29578, 5.729578}


File: gnuplot.info, Node: arrow, Prev: angles, Up: set-show, Next: autoscale

 Arbitrary arrows can be placed on a plot using the `set arrow` command.

 Syntax:
       set arrow {<tag>} {from <position>} {to <position>} {{no}head}
                 { {linestyle | ls <line_style>}
                   | {linetype | lt <line_type>}
                     {linewidth | lw <line_width} }
       set noarrow {<tag>}
       show arrow

 <tag> is an integer that identifies the arrow.  If no tag is given, the
 lowest unused tag value is assigned automatically.  The tag can be used to
 delete or change a specific arrow.  To change any attribute of an existing
 arrow, use the `set arrow` command with the appropriate tag and specify the
 parts of the arrow to be changed.

 The <position>s are specified by either x,y or x,y,z, and may be preceded by
 `first`, `second`, `graph`, or `screen` to select the coordinate system.
 Unspecified coordinates default to 0.  The endpoints can be specified in
 one of four coordinate systems---`first` or `second` axes, `graph` or
 `screen`.  See `coordinates` (*note Coordinates:: ) for details.  A coordinate
 system specifier does not carry over from the "from" position to the "to"
 position.  Arrows outside the screen boundaries are permitted but may cause
 device errors.

 Specifying `nohead` produces an arrow drawn without a head---a line segment.
 This gives you yet another way to draw a line segment on the plot.  By
 default, arrows have heads.

 The line style may be selected from a user-defined list of line styles (see
 `set linestyle` (*note linestyle:: )) or may be defined here by providing
 values for <line_type> (an index from the default list of styles) and/or
 <line_width> (which is a multiplier for the default width).

 Note, however, that if a user-defined line style has been selected, its
 properties (type and width) cannot be altered merely by issuing another
 `set arrow` command with the appropriate index and `lt` or `lw`.

 Examples:

 To set an arrow pointing from the origin to (1,2) with user-defined style 5,
 use:
       set arrow to 1,2 ls 5

 To set an arrow from bottom left of plotting area to (-5,5,3), and tag the
 arrow number 3, use:
       set arrow 3 from graph 0,0 to -5,5,3

 To change the preceding arrow to end at 1,1,1, without an arrow head and
 double its width, use:
       set arrow 3 to 1,1,1 nohead lw 2

 To draw a vertical line from the bottom to the top of the graph at x=3, use:
       set arrow from 3, graph 0 to 3, graph 1 nohead

 To delete arrow number 2, use:
       set noarrow 2

 To delete all arrows, use:
       set noarrow

 To show all arrows (in tag order), use:
       show arrow


File: gnuplot.info, Node: autoscale, Prev: arrow, Up: set-show, Next: parametric mode

 Autoscaling may be set individually on the x, y or z axis or globally on all
 axes. The default is to autoscale all axes.

 Syntax:
       set autoscale {<axes>{min|max}}
       set noautoscale {<axes>{min|max}}
       show autoscale

 where <axes> is either `x`, `y`, `z`, `x2`, `y2` or `xy`.  A keyword with
 `min` or `max` appended (this cannot be done with `xy`) tells `gnuplot`
 (*note gnuplot:: ) to autoscale just the minimum or maximum of that axis.  If
 no keyword is given, all axes are autoscaled.

 When autoscaling, the axis range is automatically computed and the dependent
 axis (y for a `plot` (*note plot:: ) and z for  `splot` (*note splot:: )) is
 scaled to include the range of the function or data being plotted.

 If autoscaling of the dependent axis (y or z) is not set, the current y or z
 range is used.

 Autoscaling the independent variables (x for `plot` and x,y for `splot`) is a
 request to set the domain to match any data file being plotted.  If there are
 no data files, autoscaling an independent variable has no effect.  In other
 words, in the absence of a data file, functions alone do not affect the x
 range (or the y range if plotting z = f(x,y)).

 Please see `set xrange` (*note xrange:: ) for additional information about
 ranges.

 The behavior of autoscaling remains consistent in parametric mode, (see `set
 parametric`).  However, there are more dependent variables and hence more
 control over x, y, and z axis scales.  In parametric mode, the independent or
 dummy variable is t for `plot`s and u,v for `splot`s.  `autoscale` in
 parametric mode, then, controls all ranges (t, u, v, x, y, and z) and allows
 x, y, and z to be fully autoscaled.

 Autoscaling works the same way for polar mode as it does for parametric mode
 for `plot`, with the extension that in polar mode `set dummy` (*note dummy:: )
 can be used to change the independent variable from t (see `set dummy`).

 When tics are displayed on second axes but no plot has been specified for
 those axes, x2range and y2range are inherited from xrange and yrange.  This
 is done _before_ xrange and yrange are autoextended to a whole number of
 tics, which can cause unexpected results.

 Examples:

 This sets autoscaling of the y axis (other axes are not affected):
       set autoscale y

 This sets autoscaling only for the minimum of the y axis (the maximum of the
 y axis and the other axes are not affected):
       set autoscale ymin

 This sets autoscaling of the x and y axes:
       set autoscale xy

 This sets autoscaling of the x, y, z, x2 and y2 axes:
       set autoscale

 This disables autoscaling of the x, y, z, x2 and y2 axes:
       set noautoscale

 This disables autoscaling of the z axis only:
       set noautoscale z

* Menu:

* parametric mode::
* polar mode::


File: gnuplot.info, Node: parametric mode, Prev: autoscale, Up: autoscale, Next: polar mode

 When in parametric mode (`set parametric` (*note parametric:: )), the xrange
 is as fully scalable as the y range.  In other words, in parametric mode the x
 axis can be automatically scaled to fit the range of the parametric function
 that is being plotted.  Of course, the y axis can also be automatically scaled
 just as in the non-parametric case.  If autoscaling on the x axis is not set,
 the current x range is used.

 Data files are plotted the same in parametric and non-parametric mode.
 However, there is a difference in mixed function and data plots: in
 non-parametric mode with autoscaled x, the x range of the datafile controls
 the x range of the functions; in parametric mode it has no influence.

 For completeness a last command `set autoscale t` is accepted.  However, the
 effect of this "scaling" is very minor.  When `gnuplot` (*note gnuplot:: )
 determines that the t range would be empty, it makes a small adjustment if
 autoscaling is true. Otherwise, `gnuplot` gives an error.  Such behavior may,
 in fact, not be very useful and the command `set autoscale t` is certainly
 questionable.

 `splot` (*note splot:: ) extends the above ideas as you would expect.  If
 autoscaling is set, then x, y, and z ranges are computed and each axis scaled
 to fit the resulting data.



File: gnuplot.info, Node: polar mode, Prev: parametric mode, Up: autoscale

 When in polar mode (`set polar` (*note polar:: )), the xrange and the yrange
 are both found from the polar coordinates, and thus they can both be
 automatically scaled. In other words, in polar mode both the x and y axes can
 be automatically scaled to fit the ranges of the polar function that is being
 plotted.

 When plotting functions in polar mode, the rrange may be autoscaled.  When
 plotting data files in polar mode, the trange may also be autoscaled.  Note
 that if the trange is contained within one quadrant, autoscaling will produce
 a polar plot of only that single quadrant.

 Explicitly setting one or two ranges but not others may lead to unexpected
 results.


File: gnuplot.info, Node: bar, Prev: autoscale, Up: set-show, Next: bmargin

 The `set bar` command controls the tics at the ends of errorbars.

 Syntax:
       set bar {small | large | <size>}
       show bar

 `small` is a synonym for 0.0, and `large` for 1.0.
 The default is 1.0 if no size is given.


File: gnuplot.info, Node: bmargin, Prev: bar, Up: set-show, Next: border

 The command `set bmargin` sets the size of the bottom margin.  Please see
 `set margin` (*note margin:: ) for details.



File: gnuplot.info, Node: border, Prev: bmargin, Up: set-show, Next: boxwidth

 The `set border` and `set noborder` commands control the display of the graph
 borders for the `plot` (*note plot:: ) and  `splot` (*note splot:: )
 commands.

 Syntax:
       set border {<integer> { {linestyle | ls <line_style>}
                               | {linetype | lt <line_type> }
                                 {linewidth | lw <line_width>} } }
       set noborder
       show border

 The borders are encoded in a 12-bit integer: the bottom four bits control the
 border for `plot` and the sides of the base for `splot`; The next four bits
 control the verticals in `splot`; the top four bits control the edges on top
 of the `splot`.  In detail, the `<integer>` should be the sum of the
 appropriate entries from the following table:

                         plot border     splot         splot
           Side          splot base    verticals        top
       bottom (south)         1            16           256
       left   (west)          2            32           512
       top    (north)         4            64          1024
       right  (east)          8           128          2048

 The default is 31, which is all four sides for `plot`, and base and z axis
 for `splot`.

 Using the optional <line_style>, <line_type> and <line_width>
 specifiers, the way the border lines are drawn can be influenced
 (limited by what the current terminal driver supports).  By default,
 the border is drawn with twice the usual linewidth.  The <line_width>
 specifier scales this default value; for example, `set border 15 lw 2`
 will produce a border with four times the usual linewidth.

 Various axes or combinations of axes may be added together in the command.

 To have tics on edges other than bottom and left, disable the usual tics and
 enable the second axes.

 Examples:

 Draw all borders:
       set border

 Draw only the SOUTHWEST borders:
       set border 3

 Draw a complete box around a `splot`:
       set border 4095

 Draw a partial box, omitting the front vertical:
       set border 127+256+512

 Draw only the NORTHEAST borders:
       set noxtics; set noytics; set x2tics; set y2tics; set border 12



File: gnuplot.info, Node: boxwidth, Prev: border, Up: set-show, Next: clabel

 The `set boxwidth` command is used to set the default width of boxes in the
 `boxes` (*note boxes:: ) and  `boxerrorbars` (*note boxerrorbars:: ) styles.

 Syntax:
       set boxwidth {<width>}
       show boxwidth

 If a data file is plotted without the width being specified in the third,
 fourth, or fifth column (or `using` (*note using:: ) entry), or if a function
 is plotted, the width of each box is set by the `set boxwidth` command.  (If a
 width is given both in the file and by the `set boxwidth` command, the one in
 the file is used.)  If the width is not specified in one of these ways, the
 width of each box will be calculated automatically so that it touches the
 adjacent boxes. In a four-column data set, the fourth column will be
 interpreted as the box width unless the width is set to -2.0, in which case
 the width will be calculated automatically.  See `set style boxerrorbars` for
 more details.

 To set the box width to automatic use the command
       set boxwidth
 or, for four-column data,
       set boxwidth -2

 The same effect can be achieved with the `using` keyword in `plot`
 (*note plot:: ):       plot 'file' using 1:2:3:4:(-2)



File: gnuplot.info, Node: clabel, Prev: boxwidth, Up: set-show, Next: clip

 `gnuplot` (*note gnuplot:: ) will vary the linetype used for each contour
 level when clabel is set.  When this option on (the default), a legend labels
 each linestyle with the z level it represents.  It is not possible at present
 to separate the contour labels from the surface key.

 Syntax:
       set clabel {'<format>'}
       set noclabel
       show clabel

 The default for the format string is %8.3g, which gives three decimal places.
 This may produce poor label alignment if the key is altered from its default
 configuration.

 The first contour linetype, or only contour linetype when clabel is off, is
 the surface linetype +1; contour points are the same style as surface points.

 See also `set contour` (*note contour:: ).



File: gnuplot.info, Node: clip, Prev: clabel, Up: set-show, Next: cntrparam

 `gnuplot` (*note gnuplot:: ) can clip data points and lines that are near the
 boundaries of a graph.

 Syntax:
       set clip <clip-type>
       set noclip <clip-type>
       show clip

 Three clip types are supported by `gnuplot`: `points` (*note points:: ), one,
 and two. One, two, or all three clip types may be active for a single graph.

 The `points` clip type forces `gnuplot` to clip (actually, not plot at all)
 data points that fall within but too close to the boundaries.  This is done
 so that large symbols used for points will not extend outside the boundary
 lines.  Without clipping points near the boundaries, the plot may look bad.
 Adjusting the x and y ranges may give similar results.

 Setting the `one` clip type causes `gnuplot` to draw a line segment which has
 only one of its two endpoints within the graph.  Only the in-range portion of
 the line is drawn.  The alternative is to not draw any portion of the line
 segment.

 Some lines may have both endpoints out of range, but pass through the graph.
 Setting the `two` clip-type allows the visible portion of these lines to be
 drawn.

 In no case is a line drawn outside the graph.

 The defaults are `noclip points`, `clip one`, and `noclip two`.

 To check the state of all forms of clipping, use
       show clip

 For backward compatibility with older versions, the following forms are also
 permitted:
       set clip
       set noclip

 `set clip` is synonymous with `set clip points`; `set noclip` turns off all
 three types of clipping.


File: gnuplot.info, Node: cntrparam, Prev: clip, Up: set-show, Next: contour

 `set cntrparam` controls the generation of contours and their smoothness for
 a contour plot. `show contour` (*note contour:: ) displays current settings of
 cntrparam as well as `contour`.

 Syntax:
       set cntrparam {  {linear | cubicspline | bspline}
                       { points <n>} { order <n> }
                       { levels   auto {<n>} | <n>
                                | discrete <z1> {,<z2>{,<z3>...}}
                                | incremental <start>, <incr> {,<end>}
                        }
                      }
       show contour

 This command has two functions.  First, it sets the values of z for which
 contour points are to be determined (by linear interpolation between data
 points or function isosamples.)  Second, it controls the way contours are
 drawn between the points determined to be of equal z.  <n> should be an
 integral constant expression and <z1>, <z2> ... any constant expressions.
 The parameters are:

 `linear`, `cubicspline`, `bspline`---Controls type of approximation or
 interpolation.  If `linear`, then straight line segments connect points of
 equal z magnitude.  If `cubicspline`, then piecewise-linear contours are
 interpolated between the same equal z points to form somewhat smoother
 contours, but which may undulate.  If `bspline`, a guaranteed-smoother curve
 is drawn, which only approximates the position of the points of equal-z.

 `points` (*note points:: )---Eventually all drawings are done with
 piecewise-linear strokes. This number controls the number of line segments
 used to approximate the `bspline` or `cubicspline` curve.  Number of
 cubicspline or bspline segments (strokes) = `points` * number of linear
 segments.

 `order`---Order of the bspline approximation to be used.  The bigger this
 order is, the smoother the resulting contour.  (Of course, higher order
 bspline curves will move further away from the original piecewise linear
 data.)  This option is relevant for `bspline` mode only.  Allowed values are
 integers in the range from 2 (linear) to 10.

 `levels`--- Selection of contour levels,  controlled by `auto` (default),
 `discrete`, `incremental`, and <n>, number of contour levels, limited to
  MAX_DISCRETE_LEVELS as defined in plot.h (30 is standard.)

 For `auto`, <n> specifies a nominal number of levels; the actual number will
 be adjusted to give simple labels. If the surface is bounded by zmin and zmax,
 contours will be generated at integer multiples of dz between zmin and zmax,
 where dz is 1, 2, or 5 times some power of ten (like the step between two
 tic marks).

 For `levels discrete`, contours will be generated at z = <z1>, <z2> ... as
 specified; the number of discrete levels sets the number of contour levels.
 In `discrete` mode, any `set cntrparms levels <n>` are ignored.

 For `incremental`, contours are generated at values of z beginning at <start>
 and increasing by <increment>, until the number of contours is reached. <end>
 is used to determine the number of contour levels, which will be changed by
 any subsequent `set cntrparam levels <n>`.

 If the command `set cntrparam` is given without any arguments specified,  the
 defaults are used: linear, 5 points, order 4, 5 auto levels.

 Examples:
       set cntrparam bspline
       set cntrparam points 7
       set cntrparam order 10

 To select levels automatically, 5 if the level increment criteria are met:
       set cntrparam levels auto 5

 To specify discrete levels at .1, .37, and .9:
       set cntrparam levels discrete .1,1/exp(1),.9

 To specify levels from 0 to 4 with increment 1:
       set cntrparam levels incremental  0,1,4

 To set the number of levels to 10 (changing an incremental end or possibly
 the number of auto levels):
       set cntrparam levels 10

 To set the start and increment while retaining the number of levels:
       set cntrparam levels incremental 100,50

 See also `set contour` for control of where the contours are drawn, and `set
 clabel` for control of the format of the contour labels and linetypes.


File: gnuplot.info, Node: contour, Prev: cntrparam, Up: set-show, Next: data style

 `set contour` enables contour drawing for surfaces. This option is available
 for `splot` (*note splot:: ) only.

 Syntax:
       set contour {base | surface | both}
       set nocontour
       show contour

 The three options specify where to draw the contours: `base` draws the
 contours on the grid base where the x/ytics are placed, `surface`
 (*note surface:: ) draws the contours on the surfaces themselves, and `both`
 draws the contours on both the base and the surface.  If no option is
 provided, the default is `base`.

 See also `set cntrparam` (*note cntrparam:: ) for the parameters that affect
 the drawing of contours, and `set clabel` (*note clabel:: ) for control of
 labelling of the contours.

 The surface can be switched off (see `set surface`), giving a contour-only
 graph.  Though it is possible to use `set size` (*note size:: ) to enlarge the
 plot to fill the screen, more control over the output format can be obtained
 by writing the contour information to a file, and rereading it as a 2-d
 datafile plot:

       set nosurface
       set contour
       set cntrparam ...
       set term table
       set out 'filename'
       splot ...
       set out
       # contour info now in filename
       set term <whatever>
       plot 'filename'

 In order to draw contours, the data should be organized as "grid data".  In
 such a file all the points for a single y-isoline are listed, then all the
 points for the next y-isoline, and so on.  A single blank line (a line
 containing no characters other than blank spaces and a carriage return and/or
 a line feed) separates one y-isoline from the next.  See also `splot datafile`
 (*note data-file:: ).

 If contours are desired from non-grid data, `set dgrid3d` (*note dgrid3d:: )
 can be used to create an appropriate grid.  See `set dgrid3d` for more
 information.



File: gnuplot.info, Node: data style, Prev: contour, Up: set-show, Next: dgrid3d

 The `set data style` command changes the default plotting style for data
 plots.

 Syntax:
       set data style <style-choice>
       show data style

 See `set style` (*note style:: ) for the choices.  If no choice is given, the
 choices are listed.  `show data style` shows the current default data plotting
 style.



File: gnuplot.info, Node: dgrid3d, Prev: data style, Up: set-show, Next: dummy

 The `set dgrid3d` command enables, and can set parameters for, non-grid
 to grid data mapping.

 Syntax:
       set dgrid3d {<row_size>} {,{<col_size>} {,<norm>}}
       set nodgrid3d
       show dgrid3d

 By default `dgrid3d` is disabled.  When enabled, 3-d data read from a file
 are always treated as a scattered data set.  A grid with dimensions derived
 from a bounding box of the scattered data and size as specified by the
 row/col_size parameters is created for plotting and contouring.  The grid
 is equally spaced in x (rows) and in y (columns); the z values are computed
 as weighted averages of the scattered points' z values.

 The third parameter, norm, controls the weighting:  Each data point is
 weighted inversely by its distance from the grid point raised to the norm
 power.  (Actually, the weights are given by the inverse of dx^norm + dy^norm,
 where dx and dy are the components of the separation of the grid point from
 each data point.  For some norms that are powers of two, specifically 4, 8,
 and 16, the computation is optimized by using the Euclidean distance in the
 weight calculation, (dx^2+dx^2)^norm/2.  However, any non-negative integer
 can be used.)

 The closer the data point is to a grid point, the more effect it has on
 that grid point and the larger the value of norm the less effect more
 distant data points have on that grid point.

 The `dgrid3d` option is a simple low pass filter that converts scattered
 data to a grid data set.  More sophisticated approaches to this problem
 exist and should be used to preprocess the data outside `gnuplot`
 (*note gnuplot:: ) if this simple solution is found inadequate.

 (The z values are found by weighting all data points, not by interpolating
 between nearby data points;  also edge effects may produce unexpected and/or
 undesired results.  In some cases, small norm values produce a grid point
 reflecting the average of distant data points rather than a local average,
 while large values of norm may produce "steps" with several grid points
 having the same value as the closest data point, rather than making a smooth
 transition between adjacent data points.  Some areas of a grid may be filled
 by extrapolation, to an arbitrary boundary condition.  The variables are
 not normalized; consequently the units used for x and y will affect the
 relative weights of points in the x and y directions.)

 Examples:
       set dgrid3d 10,10,1     # defaults
       set dgrid3d ,,4

 The first specifies that a grid of size 10 by 10 is to be constructed using
 a norm value of 1 in the weight computation.  The second only modifies the
 norm, changing it to 4.



File: gnuplot.info, Node: dummy, Prev: dgrid3d, Up: set-show, Next: encoding

 The `set dummy` command changes the default dummy variable names.

 Syntax:
       set dummy {<dummy-var>} {,<dummy-var>}
       show dummy

 By default, `gnuplot` (*note gnuplot:: ) assumes that the independent, or
 "dummy", variable for the `plot` (*note plot:: ) command is "t" if in
 parametric or polar mode, or "x" otherwise. Similarly the independent
 variables for the `splot` (*note splot:: ) command are "u" and "v" in
 parametric mode (`splot` cannot be used in polar mode), or "x" and "y"
 otherwise.

 It may be more convenient to call a dummy variable by a more physically
 meaningful or conventional name.  For example, when plotting time functions:

       set dummy t
       plot sin(t), cos(t)

 At least one dummy variable must be set on the command; `set dummy` by itself
 will generate an error message.

 Examples:
       set dummy u,v
       set dummy ,s

 The second example sets the second variable to s.


File: gnuplot.info, Node: encoding, Prev: dummy, Up: set-show, Next: format

 The `set encoding` command selects a character encoding.  Valid values are
 `default`, which tells a terminal to use its default; `iso_8859_1` (known in
 the PostScript world as `ISO-Latin1`), which is used on many Unix workstations
 and with MS-Windows; `cp850`, for OS/2; and `cp437`, for MS-DOS.

 Syntax:
       set encoding {<value>}
       show encoding

 Note that encoding is not supported by all terminal drivers and that
 the device must be able to produce the desired non-standard characters.


File: gnuplot.info, Node: format, Prev: encoding, Up: set-show, Next: format specifiers

 The format of the tic-mark labels can be set with the `set format` command.

 Syntax:
       set format {<axes>} {"<format-string>"}
       set format {<axes>} {'<format-string>'}
       show format

 where <axes> is either `x`, `y`, `z`, `xy`, `x2`, `y2` or nothing (which is
 the same as `xy`).  The length of the string representing a tic mark (after
 formatting with 'printf') is restricted to 100 characters.  If the format
 string is omitted, the format will be returned to the default "%g".  For
 LaTeX users, the format "$%g$" is often desirable.  If the empty string "" is
 used, no label will be plotted with each tic, though the tic mark will still
 be plotted.  To eliminate all tic marks, use `set noxtics` (*note xtics:: ) or
  `set noytics` (*note ytics:: ).

 Newline (\n) is accepted in the format string.  Use double-quotes rather than
 single-quotes to enable such interpretation.  See also `syntax`
 (*note Syntax:: ).

 The default format for both axes is "%g", but other formats such as "%.2f" or
 "%3.0em" are often desirable.  Anything accepted by 'printf' when given a
 double precision number, and accepted by the terminal, will work.  Some other
 options have been added.  If the format string looks like a floating point
 format, then `gnuplot` (*note gnuplot:: ) tries to construct a reasonable
 format.

 Characters not preceded by "%" are printed verbatim.  Thus you can include
 spaces and labels in your format string, such as "%g m", which will put " m"
 after each number.  If you want "%" itself, double it: "%g %%".

 See also `set xtics` for more information about tic labels.

* Menu:

* format specifiers::
* time/date specifiers::


File: gnuplot.info, Node: format specifiers, Prev: format, Up: format, Next: time/date specifiers

 The acceptable formats (if not in time/date mode) are:

       Format       Explanation
       %f           floating point notation
       %e or %E     exponential notation; an "e" or "E" before the power
       %g or %G     the shorter of %e (or %E) and %f
       %x or %X     hex
       %o or %O     octal
       %t           mantissa to base 10
       %l           mantissa to base of current logscale
       %s           mantissa to base of current logscale; scientific power
       %T           power to base 10
       %L           power to base of current logscale
       %S           scientific power
       %c           character replacement for scientific power
       %P           multiple of pi

 A 'scientific' power is one such that the exponent is a multiple of three.
 Character replacement of scientific powers (`"%c"`) has been implemented
 for powers in the range -18 to +18.  For numbers outside of this range the
 format reverts to exponential.

 Other acceptable modifiers (which come after the "%" but before the format
 specifier) are "-", which left-justifies the number; "+", which forces all
 numbers to be explicitly signed; "#", which places a decimal point after
 floats that have only zeroes following the decimal point; a positive integer,
 which defines the field width; "0" (the digit, not the letter) immediately
 preceding the field width, which indicates that leading zeroes are to be used
 instead of leading blanks; and a decimal point followed by a non-negative
 integer, which defines the precision (the minimum number of digits of an
 integer, or the number of digits following the decimal point of a float).

 Some releases of 'printf' may not support all of these modifiers but may also
 support others; in case of doubt, check the appropriate documentation and
 then experiment.

 Examples:
       set format y "%t"; set ytics (5,10)          # "5.0" and "1.0"
       set format y "%s"; set ytics (500,1000)      # "500" and "1.0"
       set format y "+-12.3f"; set ytics(12345)     # "+12345.000  "
       set format y "%.2t*10^%+03T"; set ytic(12345)# "1.23*10^+04"
       set format y "%s*10^{%S}"; set ytic(12345)   # "12.345*10^{3}"
       set format y "%s %cg"; set ytic(12345)       # "12.345 kg"
       set format y "%.0P pi"; set ytic(6.283185)   # "2 pi"
       set format y "%.0P%%"; set ytic(50)          # "50%"

       set log y 2; set format y '%l'; set ytics (1,2,3)
       #displays "1.0", "1.0" and "1.5" (since 3 is 1.5 * 2^1)

 There are some problem cases that arise when numbers like 9.999 are printed
 with a format that requires both rounding and a power.

 If the data type for the axis is time/date, the format string must contain
 valid codes for the 'strftime' function (outside of `gnuplot`
 (*note gnuplot:: ), type "man strftime").  See `set timefmt`
 (*note timefmt:: ) for a list of the allowed input format codes.



File: gnuplot.info, Node: time/date specifiers, Prev: format specifiers, Up: format

 In time/date mode, the acceptable formats are:

       Format       Explanation
       %a           abbreviated name of day of the week
       %A           full name of day of the week
       %b or %h     abbreviated name of the month
       %B           full name of the month
       %d           day of the month, 1--31
       %D           shorthand for "%m/%d/%y"
       %H or %k     hour, 0--24
       %I or %l     hour, 0--12
       %j           day of the year, 1--366
       %m           month, 1--12
       %M           minute, 0--60
       %p           "am" or "pm"
       %r           shorthand for "%I:%M:%S %p"
       %R           shorthand for %H:%M"
       %S           second, 0--60
       %T           shorthand for "%H:%M:%S"
       %U           week of the year (week starts on Sunday)
       %w           day of the week, 0--6 (Sunday = 0)
       %W           week of the year (week starts on Monday)
       %y           year, 0-99
       %Y           year, 4-digit

 Except for the non-numerical formats, these may be preceded by a "0" ("zero",
 not "oh") to pad the field length with leading zeroes, and a positive digit,
 to define the minimum field width (which will be overridden if the specified
 width is not large enough to contain the number).  There is a 24-character
 limit to the length of the printed text; longer strings will be truncated.

 Examples:

 Suppose the text is "76/12/25 23:11:11".  Then
       set format x                 # defaults to "12/25/76" \n "23:11"
       set format x "%A, %d %b %Y"  # "Saturday, 25 Dec 1976"
       set format x "%r %d"         # "11:11:11 pm 12/25/76"

 Suppose the text is "98/07/06 05:04:03".  Then
       set format x "%1y/%2m/%3d %01H:%02M:%03S"  # "98/ 7/  6 5:04:003"


File: gnuplot.info, Node: function style, Prev: format, Up: set-show, Next: functions

 The `set function style` command changes the default plotting style for
 function plots.

 Syntax:
       set function style <style-choice>
       show function style

 See `set style` (*note style:: ) for the choices.  If no choice is given, the
 choices are listed.  `show function style` shows the current default function
 plotting style.



File: gnuplot.info, Node: functions, Prev: function style, Up: set-show, Next: grid

 The `show functions` command lists all user-defined functions and their
 definitions.

 Syntax:
       show functions

 For information about the definition and usage of functions in `gnuplot`
 (*note gnuplot:: ), please see `expressions` (*note Expressions:: ).



File: gnuplot.info, Node: grid, Prev: functions, Up: set-show, Next: hidden3d

 The `set grid` command allows grid lines to be drawn on the plot.

 Syntax:
       set grid {{no}{m}xtics} {{no}{m}ytics} {{no}{m}ztics}
                {{no}{m}x2tics} {{no}{m}y2tics}
                {polar {<angle>}}
                { {linestyle <major_linestyle>}
                  | {linetype | lt <major_linetype>}
                    {linewidth | lw <major_linewidth>}
                  { , {linestyle | ls <minor_linestyle>}
                      | {linetype | lt <minor_linetype>}
                        {linewidth | lw <minor_linewidth>} } }
       set nogrid
       show grid

 The grid can be enabled and disabled for the major and/or minor tic
 marks on any axis, and the linetype and linewidth can be specified
 for major and minor grid lines, also via a predefined linestyle, as
 far as the active terminal driver supports this.

 Additionally, a polar grid can be selected for 2-d plots---circles are drawn
 to intersect the selected tics, and radial lines are drawn at definable
 intervals.  (The interval is given in degrees or radians ,depending on the
 `set angles` (*note angles:: ) setting.)  Note that a polar grid is no longer
 automatically generated in polar mode.

 The pertinent tics must be enabled before `set grid` can draw them; `gnuplot`
 (*note gnuplot:: ) will quietly ignore instructions to draw grid lines at
 non-existent tics, but they will appear if the tics are subsequently enabled.

 If no linetype is specified for the minor gridlines, the same linetype as the
 major gridlines is used.  The default polar angle is 30 degrees.

 By default, grid lines are drawn with half the usual linewidth. The major and
 minor linewidth specifiers scale this default value; for example, `set grid
 lw .5` will draw grid lines with one quarter the usual linewidth.

 Z grid lines are drawn on the back of the plot.  This looks better if a
 partial box is drawn around the plot---see `set border` (*note border:: ).



File: gnuplot.info, Node: hidden3d, Prev: grid, Up: set-show, Next: isosamples

 The `set hidden3d` command enables hidden line removal for surface plotting
 (see `splot` (*note splot:: )).  Some optional features of the underlying
 algorithm can also be controlled using this command.

 Syntax:
       set hidden3d {defaults} |
                    { {{offset <offset>} | {nooffset}}
                      {trianglepattern <bitpattern>}
                      {{undefined <level>} | {noundefined}}
                      {{no}altdiagonal}
                      {{no}bentover} }
       set nohidden3d
       show hidden3d

 In contrast to the usual display in gnuplot, hidden line removal actually
 treats the given function or data grids as real surfaces that can't be seen
 through, so parts behind the surface will be hidden by it.  For this to be
 possible, the surface needs to have 'grid structure' (see `splot datafile`
 (*note data-file:: ) about this), and it has to be drawn `with lines` or `with
 linespoints`.

 When `hidden3d` is set, both the hidden portion of the surface and possibly
 its contours drawn on the base (see `set contour` (*note contour:: )) as well
 as the grid will be hidden.  Each surface has its hidden parts removed with
 respect to itself and to other surfaces, if more than one surface is
 plotted.  Contours drawn on the surface (`set contour surface`) don't
 work.  Labels and arrows are always visible and are unaffected.  The key is
 also never hidden by the surface.

 Functions are evaluated at isoline intersections.  The algorithm interpolates
 linearly between function points or data points when determining the visible
 line segments.  This means that the appearance of a function may be different
 when plotted with `hidden3d` than when plotted with `nohidden3d` because in
 the latter case functions are evaluated at each sample.  Please see `set
 samples` and `set isosamples` (*note isosamples:: ) for discussion of the
 difference.

 The algorithm used to remove the hidden parts of the surfaces has some
 additional features controllable by this command.  Specifying `defaults` will
 set them all to their default settings, as detailed below.  If `defaults` is
 not given, only explicitly specified options will be influenced: all others
 will keep their previous values, so you can turn on/off hidden line removal
 via `set {no}hidden3d`, without modifying the set of options you chose.

 The first option, `offset`, influences the linestyle used for lines on the
 'back' side.  Normally, they are drawn in a linestyle one index number higher
 than the one used for the front, to make the two sides of the surface
 distinguishable.  You can specify a different line style offset to add
 instead of the default 1, by `offset <offset>`.  Option `nooffset` stands for
 `offset 0`, making the two sides of the surface use the same linestyle.

 Next comes the option `trianglepattern <bitpattern>`.  <bitpattern> must be
 a number between 0 and 7, interpreted as a bit pattern.  Each bit determines
 the visibility of one edge of the triangles each surface is split up into.
 Bit 0 is for the 'horizontal' edges of the grid, Bit 1 for the 'vertical'
 ones, and Bit 2 for the diagonals that split each cell of the original grid
 into two triangles.  The default pattern is 3, making all horizontal and
 vertical lines visible, but not the diagonals.  You may want to choose 7 to
 see those diagonals as well.

 The `undefined <level>` option lets you decide what the algorithm is to do
 with data points that are undefined (missing data, or undefined function
 values), or exceed the given x-, y- or z-ranges.  Such points can either be
 plotted nevertheless, or taken out of the input data set.  All surface
 elements touching a point that is taken out will be taken out as well, thus
 creating a hole in the surface.  If <level> = 3, equivalent to option
 `noundefined`, no points will be thrown away at all.  This may produce all
 kinds of problems elsewhere, so you should avoid this.  <level> = 2 will
 throw away undefined points, but keep the out-of-range ones.  <level> = 1,
 the default, will get rid of out-of-range points as well.

 By specifying `noaltdiagonal`, you can override the default handling of a
 special case can occur if `undefined` is active (i.e. <level> is not 3).
 Each cell of the grid-structured input surface will be divided in two
 triangles along one of its diagonals.  Normally, all these diagonals have
 the same orientation relative to the grid.  If exactly one of the four cell
 corners is excluded by the `undefined` handler, and this is on the usual
 diagonal, both triangles will be excluded.  However if the default setting
 of `altdiagonal` is active, the other diagonal will be chosen for this cell
 instead, minimizing the size of the hole in the surface.

 The `bentover` option controls what happens to another special case, this
 time in conjunction with the `trianglepattern`.  For rather crumply surfaces,
 it can happen that the two triangles a surface cell is divided into are seen
 from opposite sides (i.e. the original quadrangle is 'bent over'), as
 illustrated in the following ASCII art:

                                                               C----B
     original quadrangle:  A--B      displayed quadrangle:     |\   |
       ("set view 0,0")    | /|    ("set view 75,75" perhaps)  | \  |
                           |/ |                                |  \ |
                           C--D                                |   \|
                                                               A    D

 If the diagonal edges of the surface cells aren't generally made visible by
 bit 2 of the <bitpattern> there, the edge CB above wouldn't be drawn at all,
 normally, making the resulting display hard to understand.  Therefore, the
 default option of `bentover` will turn it visible in this case.  If you don't
 want that, you may choose `nobentover` instead.


File: gnuplot.info, Node: isosamples, Prev: hidden3d, Up: set-show, Next: key

 The isoline density (grid) for plotting functions as surfaces may be changed
 by the `set isosamples` command.

 Syntax:
       set isosamples <iso_1> {,<iso_2>}
       show isosamples

 Each function surface plot will have <iso_1> iso-u lines and <iso_2> iso-v
 lines.  If you only specify <iso_1>, <iso_2> will be set to the same value
 as <iso_1>.  By default, sampling is set to 10 isolines per u or v axis.
 A higher sampling rate will produce more accurate plots, but will take longer.
 These parameters have no effect on data file plotting.

 An isoline is a curve parameterized by one of the surface parameters while
 the other surface parameter is fixed.  Isolines provide a simple means to
 display a surface.  By fixing the u parameter of surface s(u,v), the iso-u
 lines of the form c(v) = s(u0,v) are produced, and by fixing the v parameter,
 the iso-v lines of the form c(u) = s(u,v0) are produced.

 When a function surface plot is being done without the removal of hidden
 lines, `set samples` (*note samples:: )  controls the number of points sampled
 along each isoline;  see `set samples` and `set hidden3d`
 (*note hidden3d:: ).  The contour algorithm assumes that a function sample
 occurs at each isoline intersection, so change in `samples` as well as
 `isosamples` may be desired when changing the resolution of a function
 surface/contour.



File: gnuplot.info, Node: key, Prev: isosamples, Up: set-show, Next: label

 The `set key` enables a key (or legend) describing plots on a plot.

 The contents of the key, i.e., the names given to each plotted data set and
 function and samples of the lines and/or symbols used to represent them, are
 determined by the `title` (*note title:: ) and  `with` (*note with:: ) options
 of the {s}s`}`plot` (*note plot:: ) command. Please see `plot title` and `plot
 with` for more information.

 Syntax:
       set key {  left | right | top | bottom | outside | below
                | <position>}
               {Left | Right} {{no}reverse}
               {samplen <sample_length>} {spacing <vertical_spacing>}
               {width <width_increment>}
               {title "<text>"}
               {{no}box { {linestyle | ls <line_style>}
                          | {linetype | lt <line_type>}
                            {linewidth | lw <line_width>}}}
       set nokey
       show key

 By default the key is placed in the upper right corner of the graph.  The
 keywords `left`, `right`, `top`, `bottom`, `outside` and `below` may be used
 to place the key in the other corners inside the graph or to the right
 (outside) or below the graph.  They may be given alone or combined.

 Justification of the labels within the key is controlled by `Left` or `Right`
 (default is `Right`).  The text and sample can be reversed (`reverse`) and a
 box can be drawn around the key (`box {...}`) in a specified `linetype`
 and `linewidth` (*note linewidth:: ), or a user-defined  `linestyle`
 (*note linestyle:: ). Note that not all terminal drivers support linewidth
 selection, though.

 The length of the sample line can be controlled by `samplen`.  The sample
 length is computed as the sum of the tic length and <sample_length> times the
 character width.  `samplen` also affects the positions of point samples in
 the key since these are drawn at the midpoint of the sample line, even if it
 is not drawn.  <sample_length> must be an integer.

 The vertical spacing between lines is controlled by `spacing`.  The spacing
 is set equal to the product of the pointsize, the vertical tic size, and
 <vertical_spacing>.  The program will guarantee that the vertical spacing is
 no smaller than the character height.

 The <width_increment> is a number of character widths to be added to or
 subtracted from the length of the string.  This is useful only when you are
 putting a box around the key and you are using control characters in the text.
 `gnuplot` (*note gnuplot:: ) simply counts the number of characters in the
 string when computing the box width; this allows you to correct it.

 A title can be put on the key (`title "<text>"`)---see also `syntax`
 (*note Syntax:: ) for the distinction between text in single- or
 double-quotes.  The key title uses the same justification as do the plot
 titles.

 The defaults for `set key` are `right`, `top`, `Right`, `noreverse`, `samplen
 4`, `spacing 1.25`, `title ""`, and `nobox`.  The default <linetype> is the
 same as that used for the plot borders.  Entering `set key` with no options
 returns the key to its default configuration.

 The <position> can be a simple x,y,z as in previous versions, but these can
 be preceded by one of four keywords (`first`, `second`, `graph`, `screen`)
 which selects the coordinate system in which the position is specified.  See
 `coordinates` (*note Coordinates:: ) for more details.

 The key is drawn as a sequence of lines, with one plot described on each
 line.  On the right-hand side (or the left-hand side, if `reverse` is
 selected) of each line is a representation that attempts to mimic the way the
 curve is plotted.  On the other side of each line is the text description
 (the line title), obtained from the `plot` command.  The lines are vertically
 arranged so that an imaginary straight line divides the left- and right-hand
 sides of the key.  It is the coordinates of the top of this line that are
 specified with the `set key` command.  In a `plot`, only the x and y
 coordinates are used to specify the line position.  For a `splot`
 (*note splot:: ), x, y and z are all used as a 3-d location mapped using the
 same mapping as the graph itself to form the required 2-d screen position of
 the imaginary line.

 Some or all of the key may be outside of the graph boundary, although this
 may interfere with other labels and may cause an error on some devices.  If
 you use the keywords `outside` or `below`, `gnuplot` makes space for the keys
 and the graph becomes smaller.  Putting keys outside to the right, they
 occupy as few columns as possible, and putting them below, as many columns as
 possible (depending of the length of the labels), thus stealing as little
 space from the graph as possible.

 When using the TeX or PostScript drivers, or similar drivers where formatting
 information is embedded in the string, `gnuplot` is unable to calculate
 correctly the width of the string for key positioning.  If the key is to be
 positioned at the left, it may be convenient to use the combination  `set key
 left Left reverse`.  The box and gap in the grid will be the width of the
 literal string.

 If `splot` is being used to draw contours, the contour labels will be listed
 in the key.  If the alignment of these labels is poor or a different number
 of decimal places is desired, the label format can be specified.  See `set
 clabel` for details.

 Examples:

 This places the key at the default location:
       set key

 This disables the key:
       set nokey

 This places a key at coordinates 2,3.5,2 in the default (first) coordinate
 system:
       set key 2,3.5,2

 This places the key below the graph:
       set key below

 This places the key in the bottom left corner, left-justifies the text,
 gives it a title, and draws a box around it in linetype 3:
       set key left bottom Left title 'Legend' box 3


File: gnuplot.info, Node: label, Prev: key, Up: set-show, Next: linestyle

 Arbitrary labels can be placed on the plot using the `set label` command.

 Syntax:
       set label {<tag>} {"<label_text>"} {at <position>}
                 {<justification>} {{no}rotate} {font "<name><,size>"}
       set nolabel {<tag>}
       show label

 The <position> is specified by either x,y or x,y,z, and may be preceded by
 `first`, `second`, `graph`, or `screen` to select the coordinate system.
 See `coordinates` (*note Coordinates:: ) for details.

 The tag is an integer that is used to identify the label. If no <tag> is
 given, the lowest unused tag value is assigned automatically.  The tag can be
 used to delete or modify a specific label.  To change any attribute of an
 existing label, use the `set label` command with the appropriate tag, and
 specify the parts of the label to be changed.

 By default, the text is placed flush left against the point x,y,z.  To adjust
 the way the label is positioned with respect to the point x,y,z, add the
 parameter <justification>, which may be `left`, `right` or `center`,
 indicating that the point is to be at the left, right or center of the text.
 Labels outside the plotted boundaries are permitted but may interfere with
 axis labels or other text.

 If `rotate` (*note rotate:: ) is given, the label is written vertically (if
 the terminal can do so, of course).

 If one (or more) axis is timeseries, the appropriate coordinate should be
 given as a quoted time string according to the `timefmt` (*note timefmt:: )
 format string.  See `set xdata` (*note xdata:: ) and set timefmt.

 The EEPIC, Imagen, LaTeX, and TPIC drivers allow \\ in a string to specify
 a newline.

 Examples:

 To set a label at (1,2) to "y=x", use:
       set label "y=x" at 1,2

 To set a Sigma of size 24, from the Symbol font set, at the center of
 the graph, use:
       set label "S" at graph 0.5,0.5 center font "Symbol,24"

 To set a label "y=x^2" with the right of the text at (2,3,4), and tag the
 label as number 3, use:
       set label 3 "y=x^2" at 2,3,4 right

 To change the preceding label to center justification, use:
       set label 3 center

 To delete label number 2, use:
       set nolabel 2

 To delete all labels, use:
       set nolabel

 To show all labels (in tag order), use:
       show label

 To set a label on a graph with a timeseries on the x axis, use, for example:
       set timefmt "%d/%m/%y,%H:%M"
       set label "Harvest" at "25/8/93",1


File: gnuplot.info, Node: linestyle, Prev: label, Up: set-show, Next: lmargin

 Each terminal has a default set of line and point types, which can be seen
 by using the command `test` (*note test:: ).  set linestyle defines a set of
 line types and widths and point types and sizes so that you can refer to them
 later by an index instead of repeating all the information at each
 invocation.

 Syntax:
       set linestyle <index> {linetype | lt <line_type>}
                             {linewidth | lw <line_width>}
                             {pointtype | pt <point_type>}
                             {pointsize | ps <point_size>}
       set nolinestyle
       show linestyle

 The line and point types are taken from the default types for the terminal
 currently in use.  The line width and point size are multipliers for the
 default width and size (but note that <point_size> here is unaffected by
 the multiplier given on 'set pointsize').

 The defaults for the line and point types is the index.  The defaults for
 the width and size are both unity.

 Linestyles created by this mechanism do not replace the default styles;
 both may be used.

 Not all terminals support the `linewidth` (*note linewidth:: ) and
  `pointsize` (*note pointsize:: ) features; if not supported, the option will
 be ignored.

 Note that this feature is not completely implemented; linestyles defined by
 this mechanism may be used with 'plot', 'splot', 'replot', and 'set arrow',
 but not by other commands that allow the default index to be used, such as
 'set grid'.

 Example:
 Suppose that the default lines for indices 1, 2, and 3 are red, green, and
 blue, respectively, and the default point shapes for the same indices are a
 square, a cross, and a triangle, respectively.  Then

       set linestyle 1 lt 2 lw 2 pt 3 ps 0.5

 defines a new linestyle that is green and twice the default width and a new
 pointstyle that is a half-sized triangle.  The commands

       set function style lines
       plot f(x) lt 3, g(x) ls 1

 will create a plot of f(x) using the default blue line and a plot of g(x)
 using the user-defined wide green line.  Similarly the commands

       set function style linespoints
       plot p(x) lt 1 pt 3, q(x) ls 1

 will create a plot of f(x) using the default triangles connected by a red
 line and q(x) using small triangles connected by a green line.


File: gnuplot.info, Node: lmargin, Prev: linestyle, Up: set-show, Next: locale

 The command `set lmargin` sets the size of the left margin.  Please see
 `set margin` (*note margin:: ) for details.



File: gnuplot.info, Node: locale, Prev: lmargin, Up: set-show, Next: logscale

 The `locale` setting determines the language with which `{x,y,z}{d,m}tics`
 will write the days and months.

 Syntax:
       set locale {"<locale>"}

 <locale> may be any language designation acceptable to your installation.
 See your system documentation for the available options.  The default value
 is determined from the LANG environment variable.


File: gnuplot.info, Node: logscale, Prev: locale, Up: set-show, Next: mapping

 Log scaling may be set on the x, y, z, x2 and/or y2 axes.

 Syntax:
       set logscale <axes> <base>
       set nologscale <axes>
       show logscale

 where <axes> may be any combinations of `x`, `y`, and `z`, in any order, or
 `x2` or `y2` and where <base> is the base of the log scaling.  If <base> is
 not given, then 10 is assumed.  If <axes> is not given, then all axes are
 assumed.  `set nologscale` turns off log scaling for the specified axes.

 Examples:

 To enable log scaling in both x and z axes:
       set logscale xz

 To enable scaling log base 2 of the y axis:
       set logscale y 2

 To disable z axis log scaling:
       set nologscale z


File: gnuplot.info, Node: mapping, Prev: logscale, Up: set-show, Next: margin

 If data are provided to `splot` (*note splot:: ) in spherical or cylindrical
 coordinates, the `set mapping` command should be used to instruct `gnuplot`
 (*note gnuplot:: ) how to interpret them.

 Syntax:
       set mapping {cartesian | spherical | cylindrical}

 A cartesian coordinate system is used by default.

 For a spherical coordinate system, the data occupy two or three columns (or
 `using` (*note using:: ) entries).  The first two are interpreted as the polar
 and azimuthal angles theta and phi (in the units specified by `set angles`
 (*note angles:: )).  The radius r is taken from the third column if there is
 one, or is set to unity if there is no third column.  The mapping is:

       x = r * cos(theta) * cos(phi)
       y = r * sin(theta) * cos(phi)
       z = r * sin(phi)

 Note that this is a "geographic" spherical system, rather than a "polar" one.

 For a cylindrical coordinate system, the data again occupy two or three
 columns.  The first two are interpreted as theta (in the units specified by
 `set angles`) and z.  The radius is either taken from the third column or set
 to unity, as in the spherical case.  The mapping is:

       x = r * cos(theta)
       y = r * sin(theta)
       z = z

 The effects of `mapping` can be duplicated with the `using` filter on the
 `splot` command, but `mapping` may be more convenient if many data files are
 to be processed.  However even if `mapping` is used, `using` may still be
 necessary if the data in the file are not in the required order.

 `mapping` has no effect on `plot` (*note plot:: ).



File: gnuplot.info, Node: margin, Prev: mapping, Up: set-show, Next: missing

 The computed margins can be overridden by the `set margin` commands.  `show
 margin` shows the current settings.

 Syntax:
       set bmargin {<margin>}
       set lmargin {<margin>}
       set rmargin {<margin>}
       set tmargin {<margin>}
       show margin

 The units of <margin> are character heights or widths, as appropriate.  A
 positive value defines the absolute size of the margin.  A negative value
 (or none) causes `gnuplot` (*note gnuplot:: ) to revert to the computed
 value.

 Normally the margins of a plot are automatically calculated based on tics,
 tic labels, axis labels, the plot title, the timestamp and the size of the
 key if it is outside the borders.  If, however, tics are attached to the
 axes (`set xtics axis`, for example), neither the tics themselves nor their
 labels will be included in either the margin calculation or the calculation
 of the positions of other text to be written in the margin.  This can lead
 to tic labels overwriting other text if the axis is very close to the border.


File: gnuplot.info, Node: missing, Prev: margin, Up: set-show, Next: multiplot

 The `set missing` command allows you to tell `gnuplot` (*note gnuplot:: ) what
 character is used in a data file to denote missing data.

 Syntax:
       set missing {"<character>"}
       show missing

 Example:
       set missing "?"

 would mean that, when plotting a file containing

          1 1
          2 ?
          3 2

 the middle line would be ignored.

 There is no default character for `missing`.


File: gnuplot.info, Node: multiplot, Prev: missing, Up: set-show, Next: mx2tics

 The command `set multiplot` places `gnuplot` (*note gnuplot:: ) in the
 multiplot mode, in which several plots are placed on the same page, window, or
 screen.

 Syntax:
       set multiplot
       set nomultiplot

 For some terminals, no plot is displayed until the command `set nomultiplot`
 is given, which causes the entire page to be drawn and then returns `gnuplot`
 to its normal single-plot mode.  For other terminals, each separate `plot`
 (*note plot:: ) command produces a plot, but the screen may not be cleared
 between plots.

 Any labels or arrows that have been defined will be drawn for each plot
 according to the current size and origin (unless their coordinates are
 defined in the `screen` system).  Just about everything else that can be
 `set` (*note set-show:: ) is applied to each plot, too.  If you want something
 to appear only once on the page, for instance a single time stamp, you'll need
 to put a `set time`/`set notime` pair around one of the `plot`, `splot`
 (*note splot:: ) or  `replot` (*note replot:: ) commands within the `set
 multiplot`/`set nomultiplot` block.

 The commands `set origin` (*note origin:: ) and  `set size` (*note size:: )
 must be used to correctly position each plot; see `set origin` and `set size`
 for details of their usage.

 Example:
       set size 0.7,0.7
       set origin 0.1,0.1
       set multiplot
       set size 0.4,0.4
       set origin 0.1,0.1
       plot sin(x)
       set size 0.2,0.2
       set origin 0.5,0.5
       plot cos(x)
       set nomultiplot

 displays a plot of cos(x) stacked above a plot of sin(x).  Note the initial
 `set size` and `set origin`.  While these are not always required, their
 inclusion is recommended.  Some terminal drivers require that bounding box
 information be available before any plots can be made, and the form given
 above guarantees that the bounding box will include the entire plot array
 rather than just the bounding box of the first plot.

 `set size` and `set origin` refer to the entire plotting area used for each
 plot.  If you want to have the axes themselves line up, you can guarantee
 that the margins are the same size with the `set margin` (*note margin:: )
 commands.  See `set margin` for their use.  Note that the margin settings are
 absolute, in character units, so the appearance of the graph in the remaining
 space will depend on the screen size of the display device, e.g., perhaps
 quite different on a video display and a printer.



File: gnuplot.info, Node: mx2tics, Prev: multiplot, Up: set-show, Next: mxtics

 Minor tic marks along the x2 (top) axis are controlled by `set mx2tics`.
 Please see `set mxtics` (*note mxtics:: ).



File: gnuplot.info, Node: mxtics, Prev: mx2tics, Up: set-show, Next: my2tics

 Minor tic marks along the x axis are controlled by `set mxtics`.  They can be
 turned off with `set nomxtics`.  Similar commands control minor tics along
 the other axes.

 Syntax:
       set mxtics {<freq> | default}
       set nomxtics
       show mxtics

 The same syntax applies to `mytics` (*note mytics:: ),  `mztics`
 (*note mztics:: ),  `mx2tics` (*note mx2tics:: ) and  `my2tics`
 (*note my2tics:: ).

 <freq> is the number of sub-intervals (NOT the number of minor tics) between
 major tics (ten is the default for a linear axis, so there are nine minor
 tics between major tics). Selecting `default` will return the number of minor
 ticks to its default value.

 If the axis is logarithmic, the number of sub-intervals will be set to a
 reasonable number by default (based upon the length of a decade).  This will
 be overridden if <freq> is given.  However the usual minor tics (2, 3, ...,
 8, 9 between 1 and 10, for example) are obtained by setting <freq> to 10,
 even though there are but nine sub-intervals.

 Minor tics can be used only with uniformly spaced major tics.  Since major
 tics can be placed arbitrarily by `set {x|x2|y|y2|z}tics`, minor tics cannot
 be used if major tics are explicitly `set` (*note set-show:: ).

 By default, minor tics are off for linear axes and on for logarithmic axes.
 They inherit the settings for `axis|border` and `{no}mirror` specified for
 the major tics.  Please see `set xtics` (*note xtics:: ) for information about
 these.



File: gnuplot.info, Node: my2tics, Prev: mxtics, Up: set-show, Next: mytics

 Minor tic marks along the y2 (right-hand) axis are controlled by `set
 my2tics`.  Please see `set mxtics` (*note mxtics:: ).



File: gnuplot.info, Node: mytics, Prev: my2tics, Up: set-show, Next: mztics

 Minor tic marks along the y axis are controlled by `set mytics`.  Please
 see `set mxtics` (*note mxtics:: ).



File: gnuplot.info, Node: mztics, Prev: mytics, Up: set-show, Next: offsets

 Minor tic marks along the z axis are controlled by `set mztics`.  Please
 see `set mxtics` (*note mxtics:: ).



File: gnuplot.info, Node: offsets, Prev: mztics, Up: set-show, Next: origin

 Offsets provide a mechanism to put a boundary around the data inside of an
 autoscaled graph.

 Syntax:
       set offsets <left>, <right>, <top>, <bottom>
       set nooffsets
       show offsets

 Each offset may be a constant or an expression.  Each defaults to 0.  Left
 and right offsets are given in units of the x axis, top and bottom offsets in
 units of the y axis.  A positive offset expands the graph in the specified
 direction, e.g., a positive bottom offset makes ymin more negative.  Negative
 offsets, while permitted, can have unexpected interactions with autoscaling
 and clipping.

 Offsets are ignored in `splot`s (*note splot:: ).

 Example:
       set offsets 0, 0, 2, 2
       plot sin(x)

 This graph of sin(x) will have a y range [-3:3] because the function
 will be autoscaled to [-1:1] and the vertical offsets are each two.


File: gnuplot.info, Node: origin, Prev: offsets, Up: set-show, Next: output

 The `set origin` command is used to specify the origin of a plotting surface
 (i.e., the graph and its margins) on the screen.  The coordinates are given
 in the `screen` coordinate system (see `coordinates` (*note Coordinates:: )
 for information about this system).

 Syntax:
       set origin <x-origin>,<y-origin>


File: gnuplot.info, Node: output, Prev: origin, Up: set-show, Next: parametric

 By default, screens are displayed to the standard output. The `set output`
 command redirects the display to the specified file or device.

 Syntax:
       set output {"<filename>"}
       show output

 The filename must be enclosed in quotes.  If the filename is omitted, any
 output file opened by a previous invocation of `set output` will be closed
 and new output will be sent to STDOUT.  (If you give the command `set output
 "STDOUT"`, your output may be sent to a file named "STDOUT"!  ["May be", not
 "will be", because some terminals, like `x11` (*note x11:: ), ignore set
 output.])

 MSDOS users should note that the \ character has special significance in
 double-quoted strings, so single-quotes should be used for filenames in
 different directories.

 When both `set terminal` (*note terminal:: ) and set output are used together,
 it is safest to give `set terminal` first, because some terminals set a flag
 which is needed in some operating systems.  This would be the case, for
 example, if the operating system needs to know whether or not a file is to be
 formatted in order to open it properly.

 On machines with popen functions (Unix), output can be piped through a shell
 command if the first non-whitespace character of the filename is '|'.
 For instance,

       set output "|lpr -Plaser filename"
       set output "|lp -dlaser filename"

 On MSDOS machines, `set output "PRN"` will direct the output to the default
 printer.  On VMS, output can be sent directly to any spooled device.  It is
 also possible to send the output to DECnet transparent tasks, which allows
 some flexibility.


File: gnuplot.info, Node: parametric, Prev: output, Up: set-show, Next: pointsize

 The `set parametric` command changes the meaning of `plot` (*note plot:: )
 ((`splot` (*note splot:: )) from normal functions to parametric
 functions.  The command `set noparametric` restores the plotting style to
 normal, single-valued expression plotting.

 Syntax:
       set parametric
       set noparametric
       show parametric

 For 2-d plotting, a parametric function is determined by a pair of parametric
 functions operating on a parameter.  An example of a 2-d parametric function
 would be `plot sin(t),cos(t)`, which draws a circle (if the aspect ratio is
 set correctly---see `set size` (*note size:: )).   `gnuplot`
 (*note gnuplot:: ) will display an error message if both functions are not
 provided for a parametric `plot`.

 For 3-d plotting, the surface is described as x=f(u,v), y=g(u,v), z=h(u,v).
 Therefore a triplet of functions is required.  An example of a 3-d parametric
 function would be `cos(u)*cos(v),cos(u)*sin(v),sin(u)`, which draws a sphere.
 `gnuplot` will display an error message if all three functions are not
 provided for a parametric `splot`.

 The total set of possible plots is a superset of the simple f(x) style plots,
 since the two functions can describe the x and y values to be computed
 separately.  In fact, plots of the type t,f(t) are equivalent to those
 produced with f(x) because the x values are computed using the identity
 function.  Similarly, 3-d plots of the type u,v,f(u,v) are equivalent to
 f(x,y).

 Note that the order the parametric functions are specified is xfunction,
 yfunction (and zfunction) and that each operates over the common parametric
 domain.

 Also, the `set parametric` function implies a new range of values.  Whereas
 the normal f(x) and f(x,y) style plotting assume an xrange and yrange (and
 zrange), the parametric mode additionally specifies a trange, urange, and
 vrange.  These ranges may be set directly with `set trange` (*note trange:: ),
  `set urange` (*note urange:: ), and `set vrange` (*note vrange:: ), or by
 specifying the range on the plot or splot commands.  Currently the default
 range for these parametric variables is [-5:5].  Setting the ranges to
 something more meaningful is expected.



File: gnuplot.info, Node: pointsize, Prev: parametric, Up: set-show, Next: polar

 The `set pointsize` command scales the size of the points used in plots.

 Syntax:
       set pointsize <multiplier>
       show pointsize

 The default is a multiplier of 1.0.  Larger pointsizes may be useful to
 make points more visible in bitmapped graphics.

 The pointsize of a single plot may be changed on the `plot` (*note plot:: )
 command.  See `plot with` (*note with:: ) for details.

 Please note that the pointsize setting is not supported by all terminal
 types.


File: gnuplot.info, Node: polar, Prev: pointsize, Up: set-show, Next: rmargin

 The `set polar` command changes the meaning of the plot from rectangular
 coordinates to polar coordinates.

 Syntax:
       set polar
       set nopolar
       show polar

 There have been changes made to polar mode in version 3.7, so that scripts
 for `gnuplot` (*note gnuplot:: ) versions 3.5 and earlier will require
 modification.  The main change is that the dummy variable t is used for the
 angle so that the x and y ranges can be controlled independently.  Other
 changes are: 1) tics are no longer put along the zero axes automatically
 ---use `set xtics axis nomirror`; `set ytics axis nomirror`; 2) the grid, if
 selected, is not automatically polar ---use `set grid polar`; 3) the grid is
 not labelled with angles ---use `set label` (*note label:: ) as necessary.

 In polar coordinates, the dummy variable (t) is an angle.  The default range
 of t is [0:2*pi], or, if degree units have been selected, to [0:360] (see
 `set angles` (*note angles:: )).

 The command `set nopolar` changes the meaning of the plot back to the default
 rectangular coordinate system.

 The `set polar` command is not supported for `splot`s (*note splot:: ).  See
 the  `set mapping` (*note mapping:: ) command for similar functionality for
 `splot`s.

 While in polar coordinates the meaning of an expression in t is really
 r = f(t), where t is an angle of rotation.  The trange controls the domain
 (the angle) of the function, and the x and y ranges control the range of the
 graph in the x and y directions.  Each of these ranges, as well as the
 rrange, may be autoscaled or set explicitly.  See `set xrange`
 (*note xrange:: ) for details of all the `set range` commands.

 Example:
       set polar
       plot t*sin(t)
       plot [-2*pi:2*pi] [-3:3] [-3:3] t*sin(t)

 The first `plot` (*note plot:: ) uses the default polar angular domain of 0 to
 2*pi.  The radius and the size of the graph are scaled automatically.  The
 second `plot` expands the domain, and restricts the size of the graph to
 [-3:3] in both directions.

 You may want to `set size square` to have `gnuplot` try to make the aspect
 ratio equal to unity, so that circles look circular.


File: gnuplot.info, Node: rmargin, Prev: polar, Up: set-show, Next: rrange

 The command `set rmargin` sets the size of the right margin.  Please see
 `set margin` (*note margin:: ) for details.



File: gnuplot.info, Node: rrange, Prev: rmargin, Up: set-show, Next: samples

 The `set rrange` command sets the range of the radial coordinate for a
 graph in polar mode.  Please see `set xrange` (*note xrange:: ) for details.



File: gnuplot.info, Node: samples, Prev: rrange, Up: set-show, Next: size

 The sampling rate of functions, or for interpolating data, may be changed
 by the `set samples` command.

 Syntax:
       set samples <samples_1> {,<samples_2>}
       show samples

 By default, sampling is set to 100 points.  A higher sampling rate will
 produce more accurate plots, but will take longer.  This parameter has no
 effect on data file plotting unless one of the interpolation/approximation
 options is used.  See `plot smooth` (*note smooth:: ) re 2-d data and  `set
 cntrparam` (*note cntrparam:: ) and `set dgrid3d` (*note dgrid3d:: ) re 3-d
 data.

 When a 2-d graph is being done, only the value of <samples_1> is relevant.

 When a surface plot is being done without the removal of hidden lines, the
 value of samples specifies the number of samples that are to be evaluated for
 the isolines.  Each iso-v line will have <sample_1> samples and each iso-u
 line will have <sample_2> samples.  If you only specify <samples_1>,
 <samples_2> will be set to the same value as <samples_1>.  See also `set
 isosamples`.


File: gnuplot.info, Node: size, Prev: samples, Up: set-show, Next: style

 The `set size` command scales the displayed size of the plot.

 Syntax:
       set size {{no}square | ratio <r> | noratio} {<xscale>,<yscale>}
       show size

 The <xscale> and <yscale> values are the scaling factors for the size of the
 plot, which includes the graph and the margins.

 `ratio` causes `gnuplot` (*note gnuplot:: ) to try to create a graph with an
 aspect ratio of <r> (the ratio of the y-axis length to the x-axis length)
 within the portion of the plot specified by <xscale> and <yscale>.

 The meaning of a negative value for <r> is different.  If <r>=-1, gnuplot
 tries to set the scales so that the unit has the same length on both the x
 and y axes (suitable for geographical data, for instance).  If <r>=-2, the
 unit on y has twice the length of the unit on x, and so on.

 The success of `gnuplot` in producing the requested aspect ratio depends on
 the terminal selected.  The graph area will be the largest rectangle of
 aspect ratio <r> that will fit into the specified portion of the output
 (leaving adequate margins, of course).

 `square` is a synonym for `ratio 1`.

 Both `noratio` and `nosquare` return the graph to the default aspect ratio
 of the terminal, but do not return <xscale> or <yscale> to their default
 values (1.0).

 `ratio` and `square` have no effect on 3-d plots.

 `set size` is relative to the default size, which differs from terminal to
 terminal.  Since `gnuplot` fills as much of the available plotting area as
 possible by default, it is safer to use `set size` to decrease the size of
 a plot than to increase it.  See `set terminal` (*note terminal:: ) for the
 default sizes.

 On some terminals, changing the size of the plot will result in text being
 misplaced.

 Examples:

 To set the size to normal size use:
       set size 1,1

 To make the graph half size and square use:
       set size square 0.5,0.5

 To make the graph twice as high as wide use:
       set size ratio 2



File: gnuplot.info, Node: style, Prev: size, Up: set-show, Next: boxerrorbars

 Default styles are chosen with the `set function style`
 (*note function style:: ) and  `set data style` (*note data style:: )
 commands.  See `plot with` (*note with:: ) for information about how to
 override the default plotting style for individual functions and data sets.

 Syntax:
       set function style <style>
       set data style <style>
       show function style
       show data style

 The types used for all line and point styles (i.e., solid, dash-dot, color,
 etc. for lines; circles, squares, crosses, etc. for points) will be either
 those specified on the `plot` (*note plot:: ) or  `splot` (*note splot:: )
 command or will be chosen sequentially from the types available to the
 terminal in use.  Use the command `test` (*note test:: ) to see what is
 available.

 None of the styles requiring more than two columns of information (e.g.,
 `errorbars` (*note errorbars:: )) can be used with splots or function
 plots.  Neither ther `boxes` (*note boxes:: ) nor any of the `steps`
 (*note steps:: ) styles can be used with splots.  If an inappropriate style is
 specified, it will be changed to `points` (*note points:: ).

 For 2-d data with more than two columns, `gnuplot` (*note gnuplot:: ) is picky
 about the allowed `errorbar` styles.  The `using` (*note using:: ) option on
 the plot command can be used to set up the correct columns for the style you
 want.  (In this discussion, "column" will be used to refer both to a column in
 the data file and an entry in the `using` list.)

 For three columns, only `xerrorbars` (*note xerrorbars:: ),  `yerrorbars`
 (*note yerrorbars:: ) (or errorbars), boxes, and `boxerrorbars`
 (*note boxerrorbars:: ) are allowed.  If another plot style is used, the
 style will be changed to `yerrorbars`.  The `boxerrorbars` style will
 calculate the boxwidth automatically.

 For four columns, only `xerrorbars`, `yerrorbars` (or `errorbars`),
 `xyerrorbars` (*note xyerrorbars:: ),  `boxxyerrorbars`
 (*note boxxyerrorbars:: ), and boxerrorbars are allowed.  An illegal style
 will be changed to `yerrorbars`.

 Five-column data allow only the `boxerrorbars`, `financebars`
 (*note financebars:: ), and `candlesticks` (*note candlesticks:: )
 styles.  (The last two of these are primarily used for plots of financial
 prices.)  An illegal style will be changed to `boxerrorbars` before plotting.

 Six- and seven-column data only allow the `xyerrorbars` and `boxxyerrorbars`
 styles.  Illegal styles will be changed to `xyerrorbars` before plotting.

 For more information about error bars, please see `plot errorbars`.

* Menu:

* boxerrorbars::
* boxes::
* boxxyerrorbars::
* candlesticks::
* dots::
* financebars::
* fsteps::
* histeps::
* impulses::
* lines::
* linespoints::
* points::
* steps::
* vector::
* xerrorbars::
* xyerrorbars::
* yerrorbars::


File: gnuplot.info, Node: boxerrorbars, Prev: style, Up: style, Next: boxes

 The `boxerrorbars` style is only relevant to 2-d data plotting.  It is a
 combination of the `boxes` (*note boxes:: ) and  `yerrorbars`
 (*note yerrorbars:: ) styles.  The boxwidth will come from the fourth column
 if the y errors are in the form of "ydelta" and the boxwidth was not
 previously set equal to -2.0 (`set boxwidth -2.0`) or from the fifth column if
 the y errors are in the form of "ylow yhigh".  The special case  `boxwidth =
 -2.0` is for four-column data with y errors in the form "ylow yhigh".  In this
 case the boxwidth will be calculated so that each box touches the adjacent
 boxes.  The width will also be calculated in cases where three-column data are
 used.

 The box height is determined from the y error in the same way as it is for
 the `yerrorbars` style---either from y-ydelta to y+ydelta or from ylow to
 yhigh, depending on how many data columns are provided.


File: gnuplot.info, Node: boxes, Prev: boxerrorbars, Up: style, Next: boxxyerrorbars

 The `boxes` style is only relevant to 2-d plotting.  It draws a box centered
 about the given x coordinate from the x axis (not the graph border) to the
 given y coordinate.  The width of the box is obtained in one of three ways.
 If it is a data plot and the data file has a third column, this will be used
 to set the width of the box.  If not, if a width has been set using the `set
 boxwidth` command, this will be used.  If neither of these is available, the
 width of each box will be calculated automatically so that it touches the
 adjacent boxes.


File: gnuplot.info, Node: boxxyerrorbars, Prev: boxes, Up: style, Next: candlesticks

 The `boxxyerrorbars` style is only relevant to 2-d data plotting.  It is a
 combination of the `boxes` (*note boxes:: ) and  `xyerrorbars`
 (*note xyerrorbars:: ) styles.

 The box width and height are determined from the x and y errors in the same
 way as they are for the `xyerrorbars` style---either from xlow to xhigh and
 from ylow to yhigh, or from x-xdelta to x+xdelta and from y-ydelta to
 y+ydelta , depending on how many data columns are provided.


File: gnuplot.info, Node: candlesticks, Prev: boxxyerrorbars, Up: style, Next: dots

 The `candlesticks` style is only relevant for 2-d data plotting of financial
 data.  Five columns of data are required; in order, these should be the x
 coordinate (most likely a date) and the opening, low, high, and closing
 prices.  The symbol is an open rectangle, centered horizontally at the x
 coordinate and limited vertically by the opening and closing prices.  A
 vertical line segment at the x coordinate extends up from the top of the
 rectangle to the high price and another down to the low.  The width of the
 rectangle may be changed by `set bar` (*note bar:: ).  The symbol will be
 unchanged if the low and high prices are interchanged or if the opening and
 closing prices are interchanged.  See `set bar` and `financebars`
 (*note financebars:: ).



File: gnuplot.info, Node: dots, Prev: candlesticks, Up: style, Next: financebars

 The `dots` style plots a tiny dot at each point; this is useful for scatter
 plots with many points.


File: gnuplot.info, Node: financebars, Prev: dots, Up: style, Next: fsteps

 The `financebars` style is only relevant for 2-d data plotting of financial
 data.  Five columns of data are required; in order, these should be the x
 coordinate (most likely a date) and the opening, low, high, and closing
 prices.  The symbol is a vertical line segment, located horizontally at the x
 coordinate and limited vertically by the high and low prices.  A horizontal
 tic on the left marks the opening price and one on the right marks the
 closing price.  The length of these tics may be changed by `set bar`
 (*note bar:: ).  The symbol will be unchanged if the high and low prices are
 interchanged.  See `set bar` and `candlesticks` (*note candlesticks:: ).



File: gnuplot.info, Node: fsteps, Prev: financebars, Up: style, Next: histeps

 The `fsteps` style is only relevant to 2-d plotting.  It connects consecutive
 points with two line segments: the first from (x1,y1) to (x1,y2) and the
 second from (x1,y2) to (x2,y2).


File: gnuplot.info, Node: histeps, Prev: fsteps, Up: style, Next: impulses

 The `histeps` style is only relevant to 2-d plotting.  It is intended for
 plotting histograms.  Y-values are assumed to be centered at the x-values;
 the point at x1 is represented as a horizontal line from ((x0+x1)/2,y1) to
 ((x1+x2)/2,y1).  The lines representing the end points are extended so that
 the step is centered on at x.  Adjacent points are connected by a vertical
 line at their average x, that is, from ((x1+x2)/2,y1) to ((x1+x2)/2,y2).

 If `autoscale` (*note autoscale:: ) is in effect, it selects the xrange from
 the data rather than the steps, so the end points will appear only half as
 wide as the others.

 `histeps` is only a plotting style; `gnuplot` (*note gnuplot:: ) does not have
 the ability to create bins and determine their population from some data set.



File: gnuplot.info, Node: impulses, Prev: histeps, Up: style, Next: lines

 The `impulses` style displays a vertical line from the x axis (not the graph
 border), or from the grid base for `splot` (*note splot:: ), to each point.



File: gnuplot.info, Node: lines, Prev: impulses, Up: style, Next: linespoints

 The `lines` style connects adjacent points with straight line segments.


File: gnuplot.info, Node: linespoints, Prev: lines, Up: style, Next: points

 The `linespoints` style does both `lines` (*note lines:: ) and  `points`
 (*note points:: ), that is, it draws a small symbol at each point and then
 connects adjacent points with straight line segments.  The command `set
 pointsize` (*note pointsize:: ) may be used to change the size of the
 points.  See `set pointsize` for its usage.

 `linespoints` may be abbreviated `lp`.


File: gnuplot.info, Node: points, Prev: linespoints, Up: style, Next: steps

 The `points` style displays a small symbol at each point.  The command `set
 pointsize` may be used to change the size of the points.  See `set pointsize`
 (*note pointsize:: ) for its usage.



File: gnuplot.info, Node: steps, Prev: points, Up: style, Next: vector

 The `steps` style is only relevant to 2-d plotting.  It connects consecutive
 points with two line segments: the first from (x1,y1) to (x2,y1) and the
 second from (x2,y1) to (x2,y2).


File: gnuplot.info, Node: vector, Prev: steps, Up: style, Next: xerrorbars

 The `vector` style draws a vector from (x,y) to (x+xdelta,y+ydelta).  Thus
 it requires four columns of data.  It also draws a small arrowhead at the
 end of the vector.

 The `vector` style is still experimental: it doesn't get clipped properly
 and other things may also be wrong with it.  Use it at your own risk.


File: gnuplot.info, Node: xerrorbars, Prev: vector, Up: style, Next: xyerrorbars

 The `xerrorbars` style is only relevant to 2-d data plots.  `xerrorbars` is
 like `dots` (*note dots:: ), except that a horizontal error bar is also
 drawn.  At each point (x,y), a line is drawn from (xlow,y) to (xhigh,y) or
 from (x-xdelta,y) to (x+xdelta,y), depending on how many data columns are
 provided.  A tic mark is placed at the ends of the error bar (unless `set bar`
 (*note bar:: ) is used---see set bar` for details).



File: gnuplot.info, Node: xyerrorbars, Prev: xerrorbars, Up: style, Next: yerrorbars

 The `xyerrorbars` style is only relevant to 2-d data plots.  `xyerrorbars` is
 like `dots` (*note dots:: ), except that horizontal and vertical error bars
 are also drawn. At each point (x,y), lines are drawn from (x,y-ydelta) to
 (x,y+ydelta) and from (x-xdelta,y) to (x+xdelta,y) or from (x,ylow) to
 (x,yhigh) and from (xlow,y) to (xhigh,y), depending upon the number of data
 columns provided.  A tic mark is placed at the ends of the error bar (unless
 `set bar` (*note bar:: ) is used---see `set bar` for details).

 If data are provided in an unsupported mixed form, the `using`
 (*note using:: ) filter on the `plot` (*note plot:: ) command should be used
 to set up the appropriate form.  For example, if the data are of the form
 (x,y,xdelta,ylow,yhigh), then you can use

       plot 'data' using 1:2:($1-$3),($1+$3),4,5 with xyerrorbars


File: gnuplot.info, Node: yerrorbars, Prev: xyerrorbars, Up: style

 The `yerrorbars` (or `errorbars` (*note errorbars:: )) style is only relevant
 to 2-d data plots. `yerrorbars` is like `dots` (*note dots:: ), except that a
 vertical error bar is also drawn. At each point (x,y), a line is drawn from
 (x,y-ydelta) to (x,y+ydelta) or from (x,ylow) to (x,yhigh), depending on how
 many data columns are provided. A tic mark is placed at the ends of the error
 bar (unless `set bar` (*note bar:: ) is used---see `set bar` for details).



File: gnuplot.info, Node: surface, Prev: style, Up: set-show, Next: terminal

 The command `set surface` controls the display of surfaces by `splot`
 (*note splot:: ).

 Syntax:
       set surface
       set nosurface
       show surface

 The surface is drawn with the style specifed by `with` (*note with:: ), or
 else the appropriate style, data or function.

 Whenever `set nosurface` is issued, `splot` will not draw points or lines
 corresponding to the function or data file points.  Contours may be still be
 drawn on the surface, depending on the `set contour` (*note contour:: )
 option. set nosurface; set contour base` is useful for displaying contours on
 the grid base.  See also `set contour`.



File: gnuplot.info, Node: terminal, Prev: surface, Up: set-show, Next: aed767

 `gnuplot` (*note gnuplot:: ) supports many different graphics devices.  Use
 set terminal to tell `gnuplot` what kind of output to generate. Use `set
 output` (*note output:: ) to redirect that output to a file or device.

 Syntax:
       set terminal {<terminal-type>}
       show terminal

 If <terminal-type> is omitted, `gnuplot` will list the available terminal
 types.  <terminal-type> may be abbreviated.

 If both `set terminal` and `set output` are used together, it is safest to
 give `set terminal` first, because some terminals set a flag which is needed
 in some operating systems.

 Several terminals have additional options.  For example, see `dumb`
 (*note dumb:: ), `iris4d`, `hpljii` (*note hpljii:: ) or  `postscript`
 (*note postscript:: ).

 This document may describe drivers that are not available to you because they
 were not installed, or it may not describe all the drivers that are available
 to you, depending on its output format.

* Menu:

* aed767::
* gpic::
* regis::
* tek410x::
* tek40::
* xlib::
* x11::
* aifm::
* cgm::
* corel::
* dumb::
* dxf::
* fig::
* hp2623a::
* hp2648::
* hp500c::
* hpgl::
* hpljii::
* hppj::
* imagen::
* mif::
* pbm::
* postscript::
* qms::
* table::
* tgif::
* tkcanvas::
* epson-180dpi::
* latex::
* pslatex and pstex::
* eepic::
* tpic::
* pstricks::
* texdraw::
* mf::
* mp::


File: gnuplot.info, Node: aed767, Prev: terminal, Up: terminal, Next: gpic

 The `aed512` and `aed767` terminal drivers support AED graphics terminals.
 The two drivers differ only in their horizontal ranges, which are 512 and
 768 pixels, respectively.  Their vertical range is 575 pixels.  There are
 no options for these drivers.


File: gnuplot.info, Node: gpic, Prev: aed767, Up: terminal, Next: regis

 The `gpic` terminal driver generates GPIC graphs in the Free Software
 Foundations's "groff" package.  The default size is 5 x 3 inches.  The only
 option is the origin, which defaults to (0,0).

 Syntax:
       set terminal gpic {<x> <y>}

 where `x` and `y` are in inches.

 A simple graph can be formatted using

       groff -p -mpic -Tps file.pic > file.ps.

 The output from pic can be pipe-lined into eqn, so it is possible to put
 complex functions in a graph with the `set label` (*note label:: ) and set
 {x/y}label commands.  For instance,

       set ylab '@space 0 int from 0 to x alpha ( t ) roman d t@'

 will label the y axis with a nice integral if formatted with the command:

       gpic filename.pic | geqn -d@@ -Tps | groff -m[macro-package] -Tps
           > filename.ps

 Figures made this way can be scaled to fit into a document.  The pic language
 is easy to understand, so the graphs can be edited by hand if need be.  All
 co-ordinates in the pic-file produced by `gnuplot` (*note gnuplot:: ) are
 given as x+gnuplotx and y+gnuploty.  By default x and y are given the value
 0.  If this line is removed with an editor in a number of files, one can put
 several graphs in one figure like this (default size is 5.0x3.0 inches):

       .PS 8.0
       x=0;y=3
       copy "figa.pic"
       x=5;y=3
       copy "figb.pic"
       x=0;y=0
       copy "figc.pic"
       x=5;y=0
       copy "figd.pic"
       .PE

 This will produce an 8-inch-wide figure with four graphs in two rows on top
 of each other.

 One can also achieve the same thing by the command

       set terminal gpic x y

 for example, using

       .PS 6.0
       copy "trig.pic"
       .PE


File: gnuplot.info, Node: regis, Prev: gpic, Up: terminal, Next: tek410x

 The `regis` terminal device generates output in the REGIS graphics language.
 It has the option of using 4 (the default) or 16 colors.

 Syntax:
       set terminal regis {4 | 16}


File: gnuplot.info, Node: tek410x, Prev: regis, Up: terminal, Next: tek40

 The `tek410x` terminal driver supports the 410x and 420x family of Tektronix
 terminals.  It has no options.


File: gnuplot.info, Node: tek40, Prev: tek410x, Up: terminal, Next: xlib

 This family of terminal drivers supports a variety of VT-like terminals.
 `tek40xx` supports Tektronix 4010 and others as well as most TEK emulators;
 `vttek` supports VT-like tek40xx terminal emulators; `kc-tek40xx` supports
 MS-DOS Kermit Tek4010 terminal emulators in color: `km-tek40xx` supports them
 in monochrome; `selanar` supports Selanar graphics; and `bitgraph` supports
 BBN Bitgraph terminals.  None have any options.


File: gnuplot.info, Node: xlib, Prev: tek40, Up: terminal, Next: x11

 The `xlib` terminal driver supports the X11 Windows System.  It generates
 gnulib_x11 commands.  `set term x11` (*note x11:: ) behaves similarly to set
 terminal xlib; set output "|gnuplot_x11"`.  `xlib` has no options, but see
 `x11`.



File: gnuplot.info, Node: x11, Prev: xlib, Up: terminal, Next: command-line_options

 `gnuplot` (*note gnuplot:: ) provides the x11 terminal type for use with X
 servers.  This terminal type is set automatically at startup if the `DISPLAY`
 environment variable is set, if the `TERM` environment variable is set to
 `xterm`, or if the `-display` command line option is used.

 Syntax:
       set terminal x11 {reset} {<n>}

 Multiple plot windows are supported: `set terminal x11 <n>` directs the
 output to plot window number n.  If n>0, the terminal number will be
 appended to the window title and the icon will be labeled `gplt <n>`.
 The active window may distinguished by a change in cursor (from default
 to crosshair.)

 Plot windows remain open even when the `gnuplot` driver is changed to a
 different device.  A plot window can be closed by pressing the letter q
 while that window has input focus, or by choosing `close` from a window
 manager menu.  All plot windows can be closed by specifying `reset`
 (*note reset:: ), which actually terminates the subprocess which maintains the
 windows (unless `-persist` was specified).

 Plot windows will automatically be closed at the end of the session
 unless the `-persist` option was given.

 The size or aspect ratio of a plot may be changed by resizing the `gnuplot`
 window.

 Linewidths and pointsizes may be changed from within `gnuplot` with
 `set linestyle` (*note linestyle:: ).

 For terminal type `x11`, `gnuplot` accepts (when initialized) the standard
 X Toolkit options and resources such as geometry, font, and name from the
 command line arguments or a configuration file.  See the X(1) man page
 (or its equivalent) for a description of such options.

 A number of other `gnuplot` options are available for the `x11` terminal.
 These may be specified either as command-line options when `gnuplot` is
 invoked or as resources in the configuration file "/.Xdefaults".  They are
 set upon initialization and cannot be altered during a `gnuplot` session.

* Menu:

* command-line_options::
* monochome_options::
* color_resources::
* grayscale_resources::
* line_resources::


File: gnuplot.info, Node: command-line_options, Prev: x11, Up: x11, Next: monochome_options

 In addition to the X Toolkit options, the following options may be specified
 on the command line when starting `gnuplot` (*note gnuplot:: ) or as resources
 in your ".Xdefaults" file:  `-clear`   requests that the window be cleared
 momentarily before a             new plot is displayed.  `-gray`    requests
 grayscale rendering on grayscale or color displays.             (Grayscale
 displays receive monochrome rendering by default.)  `-mono`    forces
 monochrome rendering on color displays.  `-persist` plot windows survive after
 main gnuplot program exits  `-raise`   raise plot window after each plot
  `-noraise` do not raise plot window after each plot  `-tvtwm`   requests that
 geometry specifications for position of the             window be made
 relative to the currently displayed portion             of the virtual root.
 The options are shown above in their command-line syntax.  When entered as
 resources in ".Xdefaults", they require a different syntax.

 Example:
       gnuplot*gray: on

 `gnuplot` also provides a command line option (`-pointsize <v>`) and a
 resource, `gnuplot*pointsize: <v>`, to control the size of points plotted
 with the `points` (*note points:: ) plotting style.  The value v is a real
 number (greater than 0 and less than or equal to ten) used as a scaling factor
 for point sizes.  For example, `-pointsize 2` uses points twice the default
 size, and `-pointsize 0.5` uses points half the normal size.



File: gnuplot.info, Node: monochome_options, Prev: command-line_options, Up: x11, Next: color_resources

 For monochrome displays, `gnuplot` (*note gnuplot:: ) does not honor
 foreground or background colors.  The default is black-on-white.  `-rv` or
 `gnuplot*reverseVideo: on` requests white-on-black.



File: gnuplot.info, Node: color_resources, Prev: monochome_options, Up: x11, Next: grayscale_resources

 For color displays, `gnuplot` (*note gnuplot:: ) honors the following
 resources (shown here with their default values) or the greyscale
 resources.  The values may be color names as listed in the X11 rgb.txt file on
 your system, hexadecimal RGB color specifications (see X11 documentation), or
 a color name followed by a comma and an `intensity` value from 0 to 1.  For
 example, `blue, 0.5` means a half intensity blue.  gnuplot*background:  white
  gnuplot*textColor:   black  gnuplot*borderColor: black  gnuplot*axisColor:
   black  gnuplot*line1Color:  red  gnuplot*line2Color:  green
  gnuplot*line3Color:  blue  gnuplot*line4Color:  magenta  gnuplot*line5Color:
  cyan  gnuplot*line6Color:  sienna  gnuplot*line7Color:  orange
  gnuplot*line8Color:  coral

 The command-line syntax for these is, for example,

 Example:
       gnuplot -background coral



File: gnuplot.info, Node: grayscale_resources, Prev: color_resources, Up: x11, Next: line_resources

 When `-gray` is selected, `gnuplot` (*note gnuplot:: ) honors the following
 resources for grayscale or color displays (shown here with their default
 values).  Note that the default background is black.  gnuplot*background:
 black  gnuplot*textGray:   white  gnuplot*borderGray: gray50
  gnuplot*axisGray:   gray50  gnuplot*line1Gray:  gray100  gnuplot*line2Gray:
  gray60  gnuplot*line3Gray:  gray80  gnuplot*line4Gray:  gray40
  gnuplot*line5Gray:  gray90  gnuplot*line6Gray:  gray50  gnuplot*line7Gray:
  gray70  gnuplot*line8Gray:  gray30



File: gnuplot.info, Node: line_resources, Prev: grayscale_resources, Up: x11

 `gnuplot` (*note gnuplot:: ) honors the following resources for setting the
 width (in pixels) of plot lines (shown here with their default values.)  0 or
 1 means a minimal width line of 1 pixel width.  A value of 2 or 3 may improve
 the appearance of some plots.  gnuplot*borderWidth: 2  gnuplot*axisWidth:   0
  gnuplot*line1Width:  0  gnuplot*line2Width:  0  gnuplot*line3Width:  0
  gnuplot*line4Width:  0  gnuplot*line5Width:  0  gnuplot*line6Width:  0
  gnuplot*line7Width:  0  gnuplot*line8Width:  0

 `gnuplot` honors the following resources for setting the dash style used for
 plotting lines.  0 means a solid line.  A two-digit number `jk` (`j` and `k`
 are >= 1  and <= 9) means a dashed line with a repeated pattern of `j` pixels
 on followed by `k` pixels off.  For example, '16' is a "dotted" line with one
 pixel on followed by six pixels off.  More elaborate on/off patterns can be
 specified with a four-digit value.  For example, '4441' is four on, four off,
 four on, one off.  The default values shown below are for monochrome displays
 or monochrome rendering on color or grayscale displays.  For color displays,
 the default for each is 0 (solid line) except for `axisDashes` which defaults
 to a '16' dotted line.
  gnuplot*borderDashes:   0
  gnuplot*axisDashes:    16
  gnuplot*line1Dashes:    0
  gnuplot*line2Dashes:   42
  gnuplot*line3Dashes:   13
  gnuplot*line4Dashes:   44
  gnuplot*line5Dashes:   15
  gnuplot*line6Dashes: 4441
  gnuplot*line7Dashes:   42
  gnuplot*line8Dashes:   13


File: gnuplot.info, Node: aifm, Prev: x11, Up: terminal, Next: cgm

 Several options may be set in `aifm`---the Adobe Illustrator 3.0+ driver.

 Syntax:
       set terminal aifm {<color>} {"<fontname>"} {<fontsize>}

 <color> is either `color` or `monochrome`; "<fontname>" is the name of a
 valid PostScript font; <fontsize> is the size of the font in PostScript
 points, before scaling by the `set size` (*note size:: ) command.  Selecting
 default sets all options to their default values: `monochrome`, "Helvetica",
 and 14pt.

 Since AI does not really support multiple pages, multiple graphs will be
 drawn directly on top of one another.  However, each graph will be grouped
 individually, making it easy to separate them inside AI (just pick them up
 and move them).

 Examples:
       set term aifm
       set term aifm 22
       set size 0.7,1.4; set term aifm color "Times-Roman" 14


File: gnuplot.info, Node: cgm, Prev: aifm, Up: terminal, Next: font

 The `cgm` terminal generates a Computer Graphics Metafile.  This file format
 is a subset of the ANSI X3.122-1986 standard entitled "Computer Graphics -
 Metafile for the Storage and Transfer of Picture Description Information".
 Several options may be set in `cgm`.

 Syntax:
       set terminal cgm {<mode>} {<color>} {<rotation>} {solid | dashed}
                        {width <plot_width>} {linewidth <line_width>}
                        {"<font>"} {<fontsize>}

 where <mode> is `landscape`, `portrait`, or `default`;
 <color> is either `color` or `monochrome`; 
 <rotation> is either `rotate` (*note rotate:: ) or norotate; `solid`
 (*note solid:: ) draws all curves with solid lines, overriding any dashed
 patterns; <plot_width> is the width of the page in points;  <line_width> is
 the line width in points;  <font> is the name of a font; and  `<fontsize>` is
 the size of the font in points.

 By default, `cgm` uses rotated text for the Y axis label.

 The first six options can be in any order.  Selecting `default` sets all
 options to their default values.

 Examples:
       set terminal cgm landscape color rotate dashed width 432 \
                      linewidth 1  'Arial Bold' 12       # defaults
       set terminal cgm 14 linewidth 2  14  # wider lines & larger font
       set terminal cgm portrait 'Times Roman Italic' 12
       set terminal cgm color solid    # no pesky dashes!

* Menu:

* font::
* fontsize::
* linewidth::
* rotate::
* solid::
* size::
* width::
* winword6::


File: gnuplot.info, Node: font, Prev: cgm, Up: cgm, Next: fontsize

 The first part of a Computer Graphics Metafile, the metafile description,
 includes a font table.  In the picture body, a font is designated by an
 index into this table.  By default, this terminal generates a table with
 the following fonts:
       Arial
       Arial Italic
       Arial Bold
       Arial Bold Italic
       Times Roman
       Times Roman Italic
       Times Roman Bold
       Times Roman Bold Italic
       Helvetica
       Roman
 Case is not distinct, but the modifiers must appear in the above order (that
 is, not 'Arial Italic Bold').  'Arial Bold' is the default font.

 You may also specify a font name which does not appear in the default font
 table.  In that case, a new font table is constructed with the specified
 font as its only entry.  You must ensure that the spelling, capitalization,
 and spacing of the name are appropriate for the application that will read
 the CGM file.


File: gnuplot.info, Node: fontsize, Prev: font, Up: cgm, Next: linewidth

 Fonts are scaled assuming the page is 6 inches wide.  If the `size`
 (*note size:: ) command is used to change the aspect ratio of the page or the
 CGM file is converted to a different width (e.g. it is imported into a
 document in which the margins are not 6 inches apart), the resulting font
 sizes will be different. To change the assumed width, use the `width`
 (*note width:: ) option.



File: gnuplot.info, Node: linewidth, Prev: fontsize, Up: cgm, Next: rotate

 The `linewidth` option sets the width of lines in pt.  The default width is
 1 pt.  Scaling is affected by the actual width of the page, as discussed
 under the `fontsize` (*note fontsize:: ) and  `width` (*note width:: )
 options



File: gnuplot.info, Node: rotate, Prev: linewidth, Up: cgm, Next: solid

 The `norotate` option may be used to disable text rotation.  For example,
 the CGM input filter for Word for Windows 6.0c can accept rotated text, but
 the DRAW editor within Word cannot.  If you edit a graph (for example, to
 label a curve), all rotated text is restored to horizontal.  The Y axis
 label will then extend beyond the clip boundary.  With `norotate`, the Y
 axis label starts in a less attractive location, but the page can be edited
 without damage.  The `rotate` option confirms the default behavior.


File: gnuplot.info, Node: solid, Prev: rotate, Up: cgm, Next: size

 The `solid` option may be used to disable dashed line styles in the
 plots.  This is useful when color is enabled and the dashing of the lines
 detracts from the appearance of the plot. The `dashed` option confirms the
 default behavior, which gives a different dash pattern to each curve.


File: gnuplot.info, Node: size, Prev: solid, Up: cgm, Next: width

 Default size of a CGM page is 32599 units wide and 23457 units high for
 landscape, or 23457 units wide by 32599 units high for portrait.


File: gnuplot.info, Node: width, Prev: size, Up: cgm, Next: winword6

 All distances in the CGM file are in abstract units.  The application that
 reads the file determines the size of the final page.  By default, the width
 of the final page is assumed to be 6 inches (15.24 cm).  This distance is
 used to calculate the correct font size, and may be changed with the `width`
 option.  The keyword should be followed by the width in points.  (Here, a
 point is 1/72 inch, as in PostScript.  This unit is known as a "big point"
 in TeX.)  `gnuplot` (*note gnuplot:: ) arithmetic can be used to convert from
 other units, as follows:       set terminal cgm width 432            #
 default       set terminal cgm width 6*72           # same as above       set
 terminal cgm width 10/2.54*72     # 10 cm wide



File: gnuplot.info, Node: winword6, Prev: width, Up: cgm

 The default font table was chosen to match, where possible, the default font
 assignments made by the Computer Graphics Metafile input filter for
 Microsoft Word 6.0c, although the filter makes available only 'Arial' and
 'Times Roman' fonts and their bold and/or italic variants.  Other fonts such
 as 'Helvetica' and 'Roman' are not available.  If the CGM file includes a
 font table, the filter mostly ignores it.  However, it changes certain font
 assignments so that they disagree with the table.  As a workaround, the
 `winword6` option deletes the font table from the CGM file.  In this case,
 the filter makes predictable font assignments.  'Arial Bold' is correctly
 assigned even with the font table present, which is one reason it was chosen
 as the default.

 `winword6` disables the color tables for a similar reason---with the color
 table included, Microsoft Word displays black for color 7.

 Linewidths and pointsizes may be changed with `set linestyle`
 (*note linestyle:: ).



File: gnuplot.info, Node: corel, Prev: cgm, Up: terminal, Next: dumb

 The `corel` terminal driver supports CorelDraw.

 Syntax:
       set terminal corel {  default
                           | {monochrome | color
                                {<fontname> {"<fontsize>" 
                                   {<xsize> <ysize> {<linewidth> }}}}}

 where the fontsize and linewidth are specified in points and the sizes in
 inches.  The defaults are monochrome, "SwitzerlandLight", 22, 8.2, 10 and 1.2.


File: gnuplot.info, Node: dumb, Prev: corel, Up: terminal, Next: dxf

 The `dumb` terminal driver has an optional size specification and trailing
 linefeed control.

 Syntax:
       set terminal dumb {[no]feed} {<xsize> <ysize>}

 where <xsize> and <ysize> set the size of the dumb terminals. Default is
 79 by 24. The last newline is printed only if `feed` is enabled.

 Examples:
       set term dumb nofeed
       set term dumb 79 49 # VGA screen---why would anyone do that?


File: gnuplot.info, Node: dxf, Prev: dumb, Up: terminal, Next: fig

 The `dxf` terminal driver creates pictures that can be imported into AutoCad
 (Release 10.x).  It has no options of its own, but some features of its plots
 may be modified by other means.  The default size is 120x80 AutoCad units,
 which can be changed by `set size` (*note size:: ).  dxf uses seven colors
 (white, red, yellow, green, cyan, blue and magenta), which can be changed only
 by modifying the source file.  If a black-and-white plotting device is used,
 the colors are mapped to differing line thicknesses.  See the description of
 the AutoCad print/plot command.



File: gnuplot.info, Node: fig, Prev: dxf, Up: terminal, Next: hp2623a

 The `fig` terminal device generates output in the Fig graphics language.

 Syntax:
       set terminal fig {monochrome | color} {small | big}
                        {pointsmax <max_points>}
                        {landscape | portrait}
                        {metric | inches}
                        {fontsize <fsize>}
                        {size <xsize> <ysize>}
                        {thickness <units>}
                        {depth <layer>}

 `monochrome` and `color` determine whether the picture is black-and-white or
 `color`.  `small` and `big` produce a 5x3 or 8x5 inch graph in the default
 `landscape` mode and 3x5 or 5x8 inches in `portrait` mode.  <max_points>
 sets the maximum number of points per polyline.  Default units for editing
 with "xfig" may be `metric` or `inches`.  `fontsize` (*note fontsize:: ) sets
 the size of the text font to <fsize> points.  `size` (*note size:: ) sets
 (overrides) the size of the drawing area to <xsize>*<ysize> in units of inches
 or centimeters depending on the `inches` or `metric` setting in
 effect.  `depth` sets the default depth layer for all lines and text.  The
 default depth is 10 to leave room for adding material with "xfig" on top of
 the plot.

 `thickness` sets the default line thickness, which is 1 if not specified.
 Overriding the thickness can be achieved by adding a multiple of 100 to the
 to the `linetype` value for a `plot` (*note plot:: ) command.  In a similar
 way the depth of plot elements (with respect to the default depth) can be
 controlled by adding a multiple of 1000 to <linetype>.  The depth is then
 <layer> + <linetype>/1000 and the thickness is (<linetype>%1000)/100 or, if
 that is zero, the default line thickness.

 Additional point-plot symbols are also available with the `fig` driver. The
 symbols can be used through `pointtype` values % 100 above 50, with different
 fill intensities controlled by <pointtype> % 5 and outlines in black (for
 <pointtype> % 10 < 5) or in the current color.  Available symbols are
         50 - 59:  circles
         60 - 69:  squares
         70 - 79:  diamonds
         80 - 89:  upwards triangles
         90 - 99:  downwards triangles
 The size of these symbols is linked to the font size.  The depth of symbols
 is by default one less than the depth for lines to achieve nice error bars.
 If <pointtype> is above 1000, the depth is <layer> + <pointtype>/1000-1.  If
 <pointtype>%1000 is above 100, the fill color is (<pointtype>%1000)/100-1.

 Available fill colors are (from 1 to 9): black, blue, green, cyan, red,
 magenta, yellow, white and dark blue (in monochrome mode: black for 1 to 6
 and white for 7 to 9).

 See `plot with` (*note with:: ) for details of <linetype> and <pointtype>.

 The `big` option is a substitute for the `bfig` terminal in earlier versions,
 which is no longer supported.

 Examples:
       set terminal fig monochrome small pointsmax 1000  # defaults

       plot 'file.dat' with points linetype 102 pointtype 759
 would produce circles with a blue outline of width 1 and yellow fill color.

       plot 'file.dat' using 1:2:3 with err linetype 1 pointtype 554
 would produce errorbars with black lines and circles filled red.  These
 circles are one layer above the lines (at depth 9 by default).

 To plot the error bars on top of the circles use
       plot 'file.dat' using 1:2:3 with err linetype 1 pointtype 2554


File: gnuplot.info, Node: hp2623a, Prev: fig, Up: terminal, Next: hp2648

 The `hp2623a` terminal driver supports the Hewlett Packard HP2623A.  It has
 no options.


File: gnuplot.info, Node: hp2648, Prev: hp2623a, Up: terminal, Next: hp500c

 The `hp2648` terminal driver supports the Hewlett Packard HP2647 and HP2648.
 It has no options.


File: gnuplot.info, Node: hp500c, Prev: hp2648, Up: terminal, Next: hpgl

 The `hp500c` terminal driver supports the Hewlett Packard HP DeskJet 500c.
 It has options for resolution and compression.

 Syntax:
       set terminal hp500c {<res>} {<comp>}

 where `res` can be 75, 100, 150 or 300 dots per inch and `comp` can be "rle",
 or "tiff".  Any other inputs are replaced by the defaults, which are 75 dpi
 and no compression.  Rasterization at the higher resolutions may require a
 large amount of memory.


File: gnuplot.info, Node: hpgl, Prev: hp500c, Up: terminal, Next: hpljii

 The `hpgl` driver produces HPGL output for devices like the HP7475A plotter.
 There are two options which can be set: the number of pens and `eject`,
 which tells the plotter to eject a page when done.  The default is to use 6
 pens and not to eject the page when done.

 The international character sets ISO-8859-1 and CP850 are recognized via
 `set encoding iso_8859_1` or `set encoding cp850` (see `set encoding`
 (*note encoding:: ) for details).

 Syntax:
       set terminal hpgl {<number_of_pens>} {eject}

 The selection

       set terminal hpgl 8 eject

 is equivalent to the previous `hp7550` terminal, and the selection

       set terminal hpgl 4

 is equivalent to the previous `hp7580b` terminal.

 The `pcl5` driver supports plotters such as the Hewlett-Packard Designjet
 750C, the Hewlett-Packard Laserjet III, and the Hewlett-Packard Laserjet IV.
 It actually uses HPGL-2, but there is a name conflict among the terminal
 devices.  It has several options which must be specified in the order
 indicated below:

 Syntax:
       set terminal pcl5 {mode <mode>} {<plotsize>}
           {{color {<number_of_pens>}} | monochrome} {solid | dashed}
           {font <font>} {size <fontsize>} {pspoints | nopspoints}

 <mode> is `landscape` or `portrait`. <plotsize> is the physical
 plotting size of the plot, which is one of the following: `letter` for
 standard (8 1/2" X 11") displays, `legal` for (8 1/2" X 14") displays,
 `noextended` for (36" X 48") displays (a letter size ratio) or,
 `extended` for (36" X 55") displays (almost a legal size ratio).
 `color` is for multi-pen (i.e. color) plots, and <number_of_pens> is
 the number of pens (i.e. colors) used in color plots. `monochrome` is for
 one (e.g. black) pen plots. 'solid' draws all lines as solid lines, or
 'dashed' will draw lines with different dashed and dotted line patterns.
 <font> is `stick`, `univers`, `cg_times`, `zapf_dingbats`, `antique_olive`,
 `arial`, `courier`, `garamond_antigua`, `letter_gothic`, `cg_omega`,
 `albertus`, `times_new_roman`, `clarendon`, `coronet`, `marigold`,
 `truetype_symbols`, or `wingdings`. <fontsize> is the font size in points.
 The point type selection can be the standard default set by specifying
 nopspoints, or the same set of point types found in the postscript terminal
 by specifying pspoints.

 Note that built-in support of some of these options is printer device
 dependendent. For instance, all the fonts are supposedly supported by the HP
 Laserjet IV, but only a few (e.g. univers, stick) may be supported by the HP
 Laserjet III and the Designjet 750C. Also, color obviously won't work on the
 the laserjets since they are monochrome devices.

 Defaults: landscape, noextended, color (6 pens), solid, univers, 12 point,
           and nopspoints.

 With `pcl5` international characters are handled by the printer; you just put
 the appropriate 8-bit character codes into the text strings.  You don't need
 to bother with `set encoding`.

 HPGL graphics can be imported by many software packages.


File: gnuplot.info, Node: hpljii, Prev: hpgl, Up: terminal, Next: hppj

 The `hpljii` terminal driver supports the HP Laserjet Series II printer.  The
 `hpdj` driver supports the HP DeskJet 500 printer.  These drivers allow a
 choice of resolutions.

 Syntax:
       set terminal hpljii | hpdj {<res>}

 where `res` may be 75, 100, 150 or 300 dots per inch; the default is 75.
 Rasterization at the higher resolutions may require a large amount of memory.

 The `hp500c` (*note hp500c:: ) terminal is similar to hpdj; hp500c
 additionally supports color and compression.



File: gnuplot.info, Node: hppj, Prev: hpljii, Up: terminal, Next: imagen

 The `hppj` terminal driver supports the HP PaintJet and HP3630 printers.  The
 only option is the choice of font.

 Syntax:
       set terminal hppj {FNT5X9 | FNT9X17 | FNT13X25}

 with the middle-sized font (FNT9X17) being the default.


File: gnuplot.info, Node: imagen, Prev: hppj, Up: terminal, Next: mif

 The `imagen` terminal driver supports Imagen laser printers.  It is capable
 of placing multiple graphs on a single page.

 Syntax:
       set terminal imagen {<fontsize>} {portrait | landscape}
                           {[<horiz>,<vert>]}

 where `fontsize` (*note fontsize:: ) defaults to 12 points and the layout
 defaults to landscape. `<horiz>` and `<vert>` are the number of graphs in the
 horizontal and vertical directions; these default to unity.

 Example:
       set terminal imagen portrait [2,3]

 puts six graphs on the page in three rows of two in portrait orientation.


File: gnuplot.info, Node: mif, Prev: imagen, Up: terminal, Next: pbm

 The `mif` terminal driver produces Frame Maker MIF format version 3.00.  It
 plots in MIF Frames with the size 15*10 cm, and plot primitives with the same
 pen will be grouped in the same MIF group.  Plot primitives in a `gnuplot`
 (*note gnuplot:: ) page will be plotted in a MIF Frame, and several MIF Frames
 are collected in one large MIF Frame.  The MIF font used for text is "Times".

 Several options may be set in the MIF 3.00 driver.

 Syntax:
       set terminal mif {colour | monochrome} {polyline | vectors}
                        {help | ?}

 `colour` plots lines with line types >= 0 in colour (MIF sep. 2--7) and
 `monochrome` plots all line types in black (MIF sep. 0).
 `polyline` plots curves as continuous curves and `vectors` plots curves as
 collections of vectors.
 `help` (*note help:: ) and ? print online help on standard error output---both
 print a short description of the usage; `help` also lists the options;

 Examples:
       set term mif colour polylines    # defaults
       set term mif                     # defaults
       set term mif vectors
       set term mif help


File: gnuplot.info, Node: pbm, Prev: mif, Up: terminal, Next: postscript

 Several options may be set in the `pbm` terminal---the driver for PBMplus.

 Syntax:
       set terminal pbm {<fontsize>} {<mode>}

 where <fontsize> is `small`, `medium`, or `large` and <mode> is `monochrome`,
 `gray` or `color`.  The default plot size is 640 pixels wide and 480 pixels
 high; this may be changed by `set size` (*note size:: ).

 The output of the `pbm` driver depends upon <mode>: `monochrome` produces a
 portable bitmap (one bit per pixel), `gray` a portable graymap (three bits
 per pixel) and `color` a portable pixmap (color, four bits per pixel).

 The output of this driver can be used with Jef Poskanzer's excellent PBMPLUS
 package, which provides programs to convert the above PBMPLUS formats to GIF,
 TIFF, MacPaint, Macintosh PICT, PCX, X11 bitmap and many others.  PBMPLUS may
 be obtained from ftp.x.org.  The relevant files have names that begin with
 "netpbm-1mar1994.p1"; they reside in /contrib/utilities.  The package can
 probably also be obtained from one of the many sites that mirrors ftp.x.org.

 Examples:
       set terminal pbm small monochrome             # defaults
       set size 2,2; set terminal pbm color medium


File: gnuplot.info, Node: postscript, Prev: pbm, Up: terminal, Next: enhanced postscript

 Several options may be set in the `postscript` driver.

 Syntax:
       set terminal postscript {<mode>}
                               {enhanced | noenhanced | plus | noplus}
                               {color | monochrome} {solid | dashed}
                               {<duplexing>}
                               {"<fontname>"} {<fontsize>}

 where <mode> is `landscape`, `portrait`, `eps` or `default`;
 `solid` (*note solid:: ) draws all plots with solid lines, overriding any
 dashed patterns; <duplexing> is `defaultplex`, `simplex` or `duplex`
 ("duplexing" in PostScript is the ability of the printer to print on both
 sides of the same page---don't set this if your printer can't do it);
 `enhanced` activates the "enhanced PostScript" features (subscripts,
 superscripts and mixed fonts); `"<fontname>"` is the name of a valid
 PostScript font; and `<fontsize>` is the size of the font in PostScript
 points.

 `default` mode sets all options to their defaults: `landscape`, `monochrome`,
 `dashed`, `defaultplex`, `noenhanced`, "Helvetica" and 14pt.
  Default size of a PostScript plot is 10 inches wide and 7 inches high.

 `eps` mode generates EPS (Encapsulated PostScript) output, which is just
 regular PostScript with some additional lines that allow the file to be
 imported into a variety of other applications.  (The added lines are
 PostScript comment lines, so the file may still be printed by itself.)  To
 get EPS output, use the `eps` mode and make only one plot per file.  In `eps`
 mode the whole plot, including the fonts, is reduced to half of the default
 size.

 Examples:
       set terminal postscript default       # old postscript
       set terminal postscript enhanced      # old enhpost
       set terminal postscript landscape 22  # old psbig
       set terminal postscript eps 14        # old epsf1
       set terminal postscript eps 22        # old epsf2
       set size 0.7,1.4; set term post portrait color "Times-Roman" 14

 Linewidths and pointsizes may be changed with `set linestyle`
 (*note linestyle:: ).

 The `postscript` driver supports about 70 distinct pointtypes, selectable
 through the `pointtype` option on `plot` (*note plot:: ) and set linestyle.

 Several possibly useful files about `gnuplot` (*note gnuplot:: )'s PostScript
 are included in the /docs/ps subdirectory of the `gnuplot` distribution and at
 the distribution sites.  These are "ps_symbols.gpi" (a `gnuplot` command file
 that, when executed, creates the file "ps_symbols.ps" which shows all the
 symbols available through the `postscript` terminal), "ps_guide.ps" (a
 PostScript file that contains a summary of the enhanced syntax and a page
 showing what the octal codes produce with text and symbol fonts) and
 "ps_file.doc" (a text file that contains a discussion of the organization of a
 PostScript file written by `gnuplot`).

 A PostScript file is editable, so once `gnuplot` has created one, you are
 free to modify it to your heart's desire.  See the "editing postscript"
 section for some hints.

* Menu:

* enhanced postscript::
* editing postscript::
* postscript plus::


File: gnuplot.info, Node: enhanced postscript, Prev: postscript, Up: postscript, Next: editing postscript

  Control      Examples        Explanation
   ^           a^x             superscript
   _           a_x             subscript
   @           @x or a@^b_c    phantom box (occupies no width)
   &           &{space}        inserts space of specified length

 Braces can be used to place multiple-character text where a single character
 is expected (e.g., 2^{10}).  To change the font and/or size, use the full
 form:  {/[fontname][=fontsize | *fontscale] text}.  Thus {/Symbol=20 G} is a
 20-point GAMMA) and {/*0.75 K} is a K at three-quarters of whatever fontsize
 is currently in effect.  (The '/' character MUST be the first character after
 the '{'.)

 If the encoding vector has been changed by `set encoding` (*note encoding:: ),
 the default encoding vector can be used instead by following the slash with a
 dash.  This is unnecessary if you use the Symbol font, however---since /Symbol
 uses its own encoding vector, `gnuplot` (*note gnuplot:: ) will not apply any
 other encoding vector to it.

 The phantom box is useful for a@^b_c to align superscripts and subscripts
 but does not work well for overwriting an accent on a letter.  (To do the
 latter, it is much better to use `set encoding iso_8859_1` to change to the
 ISO Latin-1 encoding vector, which contains a large variety of letters with
 accents or other diacritical marks.)  Since the box is non-spacing, it is
 sensible to put the shorter of the subscript or superscript in the box (that
 is, after the @).

 Space equal in length to a string can be inserted using the '&' character.
 Thus
         'abc&{def}ghi'
 would produce
         'abc   ghi'.

 You can access special symbols numerically by specifying \character-code (in
 octal), e.g., {/Symbol \245} is the symbol for infinity.

 You can escape control characters using \, e.g.,  \\, \{, and so on.

 But be aware that strings in double-quotes are parsed differently than those
 enclosed in single-quotes.  The major difference is that backslashes may need
 to be doubled when in double-quoted strings.

 Examples (these are hard to describe in words---try them!):
       set xlabel 'Time (10^6 {/Symbol m}s)'
       set title '{/Symbol=18 \362@_{/=9.6 0}^{/=12 x}} \
                  {/Helvetica e^{-{/Symbol m}^2/2} d}{/Symbol m}'

 The file "ps_guide.ps" in the /docs/ps subdirectory of the `gnuplot` source
 distribution contains more examples of the enhanced syntax.


File: gnuplot.info, Node: editing postscript, Prev: enhanced postscript, Up: postscript, Next: postscript plus

 The PostScript language is a very complex language---far too complex to
 describe in any detail in this document.  Nevertheless there are some things
 in a PostScript file written by `gnuplot` (*note gnuplot:: ) that can be
 changed without risk of introducing fatal errors into the file.

 For example, the PostScript statement "/Color true def" (written into the
 file in response to the command `set terminal postscript color`), may be
 altered in an obvious way to generate a black-and-white version of a plot.
 Similarly line colors, text colors, line weights and symbol sizes can also be
 altered in straight-forward ways.  Text (titles and labels) can be edited to
 correct misspellings or to change fonts.  Anything can be repositioned, and
 of course anything can be added or deleted, but modifications such as these
 may require deeper knowledge of the PostScript language.

 The organization of a PostScript file written by `gnuplot` is discussed in
 the text file "ps_file.doc" in the /docs/ps subdirectory.


File: gnuplot.info, Node: postscript plus, Prev: editing postscript, Up: postscript

 When the plus option is in effect, the syntax used to change fonts and
 create subscripts, superscripts and Greek letters is just like LaTeX.

  Control      Examples        Explanation
   ^           a^x             superscript
   _           a_x             subscript

 Examples:
         set label 1 '\rotate=-20{\size=20\bf \sqrt{2\beta}}'
         set xlabel 'Time $(10^6 \mu s)$'
         set ylabel 'Length $(\AA)$'
         set title '${\sm\size=18 \362}_{\small 0}^{\size=12 xi} \
                                              {\rm e^{-\alpha^2} d}\mu$'


File: gnuplot.info, Node: qms, Prev: postscript, Up: terminal, Next: table

 The `qms` terminal driver supports the QMS/QUIC Laser printer, the Talaris
 1200 and others.  It has no options.


File: gnuplot.info, Node: table, Prev: qms, Up: terminal, Next: tgif

 Instead of producing a graph, the `table` terminal prints out the points on
 which a graph would be based, i.e., the results of processing the `plot`
 (*note plot:: ) or `splot` (*note splot:: ) command, in a multicolumn ASCII
 table of X Y {Z} R values.  The character R takes on one of three values: "i"
 if the point is in the active range, "o" if it is out-of-range, or "u" if it
 is undefined.  The data format is determined by the format of the axis labels
 (see `set format` (*note format:: )).

 For those times when you want the numbers, you can display them on the
 screen or save them to a file.  This can be useful if you want to generate
 contours and then save them for further use, perhaps for plotting with
 `plot`;  see `set contour` (*note contour:: ) for an example.  The same method
 can be used to save interpolated data (see `set samples` (*note samples:: )
 and  `set dgrid3d` (*note dgrid3d:: )).



File: gnuplot.info, Node: tgif, Prev: table, Up: terminal, Next: tkcanvas

 Tgif is an X11-based drawing tool---it has nothing to do with GIF.

 The `tgif` driver supports different pointsizes (with `set pointsize`
 (*note pointsize:: )), different label fonts and font sizes (e.g. `set label
 "Hallo" at x,y font "Helvetica,34"`) and multiple graphs on the page.  The
 proportions of the axes are not changed.

 Syntax:
       set terminal tgif {portrait | landscape} {<[x,y]>}
                         {solid | dashed}
                         {"<fontname>"} {<fontsize>}

 where <[x,y]> specifies the number of graphs in the x and y directions on the
 page, "<fontname>" is the name of a valid PostScript font, and <fontsize>
 specifies the size of the PostScript font.  Defaults are `portrait`, `[1,1]`,
 `dashed`, `"Helvetica"`, and `18`.

 The `solid` (*note solid:: ) option is usually prefered if lines are colored,
 as they often are in the editor.  Hardcopy will be black-and-white, so
 `dashed` should be chosen for that.

 Multiplot is implemented in two different ways.

 The first multiplot implementation is the standard gnuplot multiplot feature:

       set terminal tgif
       set output "file.obj"
       set multiplot
       set origin x01,y01
       set size  xs,ys
       plot ...
            ...
       set origin x02,y02
       plot ...
       set nomultiplot

 See `set multiplot` (*note multiplot:: ) for further information.

 The second version is the [x,y] option for the driver itself.  The advantage
 of this implementation is that everything is scaled and placed automatically
 without the need for setting origins and sizes; the graphs keep their natural
 x/y proportions of 3/2 (or whatever is fixed by `set size` (*note size:: )).

 If both multiplot methods are selected, the standard method is chosen and a
 warning message is given.

 Examples of single plots (or standard multiplot):
       set terminal tgif                  # defaults
       set terminal tgif "Times-Roman" 24
       set terminal tgif landscape
       set terminal tgif landscape solid

 Examples using the built-in multiplot mechanism:
       set terminal tgif portrait [2,4]  # portrait; 2 plots in the x-
                                         # and 4 in the y-direction
       set terminal tgif [1,2]           # portrait; 1 plot in the x-
                                         # and 2 in the y-direction
       set terminal tgif landscape [3,3] # landscape; 3 plots in both
                                         # directions


File: gnuplot.info, Node: tkcanvas, Prev: tgif, Up: terminal, Next: epson-180dpi

 This terminal driver generates Tk canvas widget commands based on Tcl/Tk
 (default) or Perl.  To use it, rebuild `gnuplot` (*note gnuplot:: ) (after
 uncommenting or inserting the appropriate line in "term.h"), then

  gnuplot> set term tkcanvas {perltk} {interactive}
  gnuplot> set output 'plot.file'

 After invoking "wish", execute the following sequence of Tcl/Tk commands:

  % source plot.file
  % canvas .c
  % pack .c
  % gnuplot .c

 Or, for Perl/Tk use a program like this:

  use Tk;
  my $top = MainWindow->new;
  my $c = $top->Canvas;
  $c->pack();
  do "plot.pl";
  gnuplot->($c);
  MainLoop;

 The code generated by `gnuplot` creates a procedure called "gnuplot"
 that takes the name of a canvas as its argument.  When the procedure is
 called, it clears the canvas, finds the size of the canvas and draws the plot
 in it, scaled to fit.

 For 2-dimensional plotting (`plot` (*note plot:: )) two additional procedures
 are defined: "gnuplot_plotarea" will return a list containing the borders of
 the plotting area "xleft, xright, ytop, ybot" in canvas screen coordinates,
 while the ranges of the two axes "x1min, x1max, y1min, y1max, x2min, x2max,
 y2min, y2max" in plot coordinates can be obtained calling
 "gnuplot_axisranges". If the "interactive" option is specified, mouse clicking
 on a line segment will print the coordinates of its midpoint to
 stdout. Advanced actions can happen instead if the user supplies a procedure
 named "user_gnuplot_coordinates", which takes the following arguments: "win id
 x1s y1s x2s y2s x1e y1e x2e y2e x1m y1m x2m y2m", the name of the canvas and
 the id of the line segment followed by the coordinates of its start and end
 point in the two possible axis ranges; the coordinates of the midpoint are
 only filled for logarithmic axes.

 The current version of `tkcanvas` supports neither `multiplot`
 (*note multiplot:: ) nor  `replot` (*note replot:: ).



File: gnuplot.info, Node: epson-180dpi, Prev: tkcanvas, Up: terminal, Next: latex

 This driver supports a family of Epson printers and derivatives.

 `epson-180dpi` and `epson-60dpi` are drivers for Epson LQ-style 24-pin
 printers with resolutions of 180 and 60 dots per inch, respectively.

 `epson-lx800` is a generic 9-pin driver appropriate for printers like the
 Epson LX-800, the Star NL-10 and NX-1000, the PROPRINTER, and so forth.

 `nec-cp6` is generix 24-pin driver that can be used for printers like the
 NEC CP6 and the Epson LQ-800.

 The `okidata` driver supports the 9-pin OKIDATA 320/321 Standard printers.

 The `starc` driver is for the Star Color Printer.

 The `tandy-60dpi` driver is for the Tandy DMP-130 series of 9-pin, 60-dpi
 printers.

 Only `nec-cp6` has any options.

 Syntax:
       set terminal nec-cp6 {monochrome | colour | draft}

 which defaults to monochrome.

 With each of these drivers, a binary copy is required on a PC to print.  Do
 not use `print` (*note print:: )---use instead copy file /b lpt1:.



File: gnuplot.info, Node: latex, Prev: epson-180dpi, Up: terminal, Next: pslatex and pstex

 The `latex` and `emtex` drivers allow two options.

 Syntax:
       set terminal latex | emtex {courier | roman | default} {<fontsize>}

 `fontsize` (*note fontsize:: ) may be any size you specify.  The default is
 for the plot to inherit its font setting from the embedding document.

 Unless your driver is capable of building fonts at any size (e.g. dvips),
 stick to the standard 10, 11 and 12 point sizes.

 METAFONT users beware: METAFONT does not like odd sizes.

 All drivers for LaTeX offer a special way of controlling text positioning:
 If any text string begins with '{', you also need to include a '}' at the
 end of the text, and the whole text will be centered both horizontally and
 vertically.  If the text string begins with '[', you need to follow this with
 a position specification (up to two out of t,b,l,r), ']{', the text itself,
 and finally '}'.  The text itself may be anything LaTeX can typeset as an
 LR-box.  '\rule{}{}'s may help for best positioning.

 Points, among other things, are drawn using the LaTeX commands "\Diamond" and
 "\Box".  These commands no longer belong to the LaTeX2e core; they are included
 in the latexsym package, which is part of the base distribution and thus part
 of any LaTeX implementation.  Please do not forget to use this package.

 Points are drawn with the LaTex commands \Diamond and \Box.  These
 commands do no longer belong to the LaTeX2e core, but are included in the
 latexsym-package in the base distribution, and are hence part of all LaTeX
 implementations. Please do not forget to use this package.

 Examples:
 About label positioning:
 Use gnuplot defaults (mostly sensible, but sometimes not really best):
        set title '\LaTeX\ -- $ \gamma $'
 Force centering both horizontally and vertically:
        set label '{\LaTeX\ -- $ \gamma $}' at 0,0
 Specify own positioning (top here):
        set xlabel '[t]{\LaTeX\ -- $ \gamma $}'
 The other label -- account for long ticlabels:
        set ylabel '[r]{\LaTeX\ -- $ \gamma $\rule{7mm}{0pt}'


File: gnuplot.info, Node: pslatex and pstex, Prev: latex, Up: terminal, Next: eepic

 The `pslatex` and `pstex` drivers generate output for further processing by
 LaTeX and TeX, respectively.  Figures generated by `pstex` can be included
 in any plain-based format (including LaTeX).

 Syntax:
       set terminal pslatex | |pstex {<color>} {<dashed>} {<rotate>}
                                     {auxfile} {<font_size>}

 <color> is either `color` or `monochrome`.  <rotate> is either `rotate`
 (*note rotate:: ) or `norotate` and determines if the y-axis label is
 rotated.  <font_size> is used to scale the font from its usual size.

 If `auxfile` is specified, it directs the driver to put the PostScript
 commands into an auxiliary file instead of directly into the LaTeX file.
 This is useful if your pictures are large enough that dvips cannot handle
 them.  The name of the auxiliary PostScript file is derived from the name of
 the TeX file given on the `set output` (*note output:: ) command; it is
 determined by replacing the trailing `.tex` (actually just the final extent in
 the file name) with `.ps` in the output file name, or, if the TeX file has no
 extension, `.ps` is appended.  Remember to close the file before leaving
 `gnuplot` (*note gnuplot:: ).

 All drivers for LaTeX offer a special way of controlling text positioning:
 If any text string begins with '{', you also need to include a '}' at the
 end of the text, and the whole text will be centered both horizontally
 and vertically by LaTeX. --- If the text string begins with '[', you need
 to continue it with: a position specification (up to two out of t,b,l,r),
 ']{', the text itself, and finally, '}'. The text itself may be anything
 LaTeX can typeset as an LR-box. \rule{}{}'s may help for best positioning.

 Examples:
       set term pslatex monochrome dashed rotate       # set to defaults
 To write the PostScript commands into the file "foo.ps":
       set term pslatex auxfile
       set output "foo.tex"; plot ...: set output
 About label positioning:
 Use gnuplot defaults (mostly sensible, but sometimes not really best):
        set title '\LaTeX\ -- $ \gamma $'
 Force centering both horizontally and vertically:
        set label '{\LaTeX\ -- $ \gamma $}' at 0,0
 Specify own positioning (top here):
        set xlabel '[t]{\LaTeX\ -- $ \gamma $}'
 The other label -- account for long ticlabels:
        set ylabel '[r]{\LaTeX\ -- $ \gamma $\rule{7mm}{0pt}'

 Linewidths and pointsizes may be changed with `set linestyle`
 (*note linestyle:: ).



File: gnuplot.info, Node: eepic, Prev: pslatex and pstex, Up: terminal, Next: tpic

 The `eepic` terminal driver supports the extended LaTeX picture environment.
 It is an alternative to the `latex` (*note latex:: ) driver.

 The output of this terminal is intended for use with the "eepic.sty" macro
 package for LaTeX.  To use it, you need "eepic.sty", "epic.sty" and a
 printer driver that supports the "tpic" \specials.  If your printer driver
 doesn't support those \specials, "eepicemu.sty" will enable you to use some
 of them.

 Although dotted and dashed lines are possible with `eepic` and are tempting,
 they do not work well for high-sample-rate curves, fusing the dashes all
 together into a solid line.  For now, the `eepic` driver creates only solid
 lines.  There is another gnuplot driver (`tpic` (*note tpic:: )) that supports
 dashed lines, but it cannot be used if your DVI driver doesn't support "tpic"
 \specials.

 All drivers for LaTeX offer a special way of controlling text positioning:
 If any text string begins with '{', you also need to include a '}' at the
 end of the text, and the whole text will be centered both horizontally
 and vertically by LaTeX. --- If the text string begins with '[', you need
 to continue it with: a position specification (up to two out of t,b,l,r),
 ']{', the text itself, and finally, '}'. The text itself may be anything
 LaTeX can typeset as an LR-box. \rule{}{}'s may help for best positioning.

 The `eepic` terminal has no options.

 Examples:
 About label positioning:
 Use gnuplot defaults (mostly sensible, but sometimes not really best):
        set title '\LaTeX\ -- $ \gamma $'
 Force centering both horizontally and vertically:
        set label '{\LaTeX\ -- $ \gamma $}' at 0,0
 Specify own positioning (top here):
        set xlabel '[t]{\LaTeX\ -- $ \gamma $}'
 The other label -- account for long ticlabels:
        set ylabel '[r]{\LaTeX\ -- $ \gamma $\rule{7mm}{0pt}'


File: gnuplot.info, Node: tpic, Prev: eepic, Up: terminal, Next: pstricks

 The `tpic` terminal driver supports the LaTeX picture environment with tpic
 \specials.  It is an alternative to the `latex` (*note latex:: ) and  `eepic`
 (*note eepic:: ) terminal drivers. Options are the point size, line width, and
 dot-dash interval.

 Syntax:
       set terminal tpic <pointsize> <linewidth> <interval>

 where `pointsize` (*note pointsize:: ) and  `linewidth` (*note linewidth:: )
 are integers in milli-inches and interval is a float in inches.  If a
 non-positive value is specified, the default is chosen: pointsize = 40,
 linewidth = 6, interval = 0.1.

 All drivers for LaTeX offer a special way of controlling text positioning:
 If any text string begins with '{', you also need to include a '}' at the
 end of the text, and the whole text will be centered both horizontally
 and vertically by LaTeX. --- If the text string begins with '[', you need
 to continue it with: a position specification (up to two out of t,b,l,r),
 ']{', the text itself, and finally, '}'. The text itself may be anything
 LaTeX can typeset as an LR-box. \rule{}{}'s may help for best positioning.

 Examples:
 About label positioning:
 Use gnuplot defaults (mostly sensible, but sometimes not really best):
        set title '\LaTeX\ -- $ \gamma $'
 Force centering both horizontally and vertically:
        set label '{\LaTeX\ -- $ \gamma $}' at 0,0
 Specify own positioning (top here):
        set xlabel '[t]{\LaTeX\ -- $ \gamma $}'
 The other label -- account for long ticlabels:
        set ylabel '[r]{\LaTeX\ -- $ \gamma $\rule{7mm}{0pt}'


File: gnuplot.info, Node: pstricks, Prev: tpic, Up: terminal, Next: texdraw

 The `pstricks` driver is intended for use with the "pstricks.sty" macro
 package for LaTeX.  It is an alternative to the `eepic` (*note eepic:: ) and
  `latex` (*note latex:: ) drivers. You need "pstricks.sty", and, of course, a
 printer that understands PostScript, or a converter such as Ghostscript.

 PSTricks is available via anonymous ftp from the /pub directory at
 Princeton.EDU.  This driver definitely does not come close to using the full
 capability of the PSTricks package.

 Syntax:
       set terminal pstricks {hacktext | nohacktext} {unit | nounit}

 The first option invokes an ugly hack that gives nicer numbers; the second
 has to do with plot scaling.  The defaults are `hacktext` and `nounit`.


File: gnuplot.info, Node: texdraw, Prev: pstricks, Up: terminal, Next: mf

 The `texdraw` terminal driver supports the LaTeX texdraw environment.  It is
 intended for use with "texdraw.sty" and "texdraw.tex" in the texdraw package.

 It has no options.


File: gnuplot.info, Node: mf, Prev: texdraw, Up: terminal, Next: METAFONT Instructions

 The `mf` terminal driver creates a input file to the METAFONT program.  Thus a
 figure may be used in the TeX document in the same way as is a character.

 To use a picture in a document, the METAFONT program must be run with the
 output file from `gnuplot` (*note gnuplot:: ) as input.  Thus, the user needs
 a basic knowledge of the font creating process and the procedure for including
 a new font in a document.  However, if the METAFONT program is set up properly
 at the local site, an unexperienced user could perform the operation without
 much trouble.

 The text support is based on a METAFONT character set.  Currently the
 Computer Modern Roman font set is input, but the user is in principal free to
 chose whatever fonts he or she needs.  The METAFONT source files for the
 chosen font must be available.  Each character is stored in a separate
 picture variable in METAFONT.  These variables may be manipulated (rotated,
 scaled etc.) when characters are needed.  The drawback is the interpretation
 time in the METAFONT program.  On some machines (i.e. PC) the limited amount
 of memory available may also cause problems if too many pictures are stored.

 The `mf` terminal has no options.

* Menu:

* METAFONT Instructions::


File: gnuplot.info, Node: METAFONT Instructions, Prev: mf, Up: mf


 - Set your terminal to METAFONT:
   set terminal mf
 - Select an output-file, e.g.:
   set output "myfigures.mf"
 - Create your pictures. Each picture will generate a separate character. Its
 default size will be 5*3 inches. You can change the size by saying `set size
 0.5,0.5` or whatever fraction of the default size you want to have.

 - Quit `gnuplot` (*note gnuplot:: ).

 - Generate a TFM and GF file by running METAFONT on the output of `gnuplot`.
 Since the picture is quite large (5*3 in), you will have to use a version of
 METAFONT that has a value of at least 150000 for memmax.  On Unix systems
 these are conventionally installed under the name bigmf.  For the following
 assume that the command virmf stands for a big version of METAFONT.  For
 example:

 - Invoke METAFONT:
     virmf '&plain'
 - Select the output device: At the METAFONT prompt ('*') type:
     \mode:=CanonCX;     % or whatever printer you use
 - Optionally select a magnification:
     mag:=1;             % or whatever you wish
 - Input the `gnuplot`-file:
     input myfigures.mf
 On a typical Unix machine there will usually be a script called "mf" that
 executes virmf '&plain', so you probably can substitute mf for virmf &plain.
 This will generate two files: mfput.tfm and mfput.$$$gf (where $$$ indicates
 the resolution of your device).  The above can be conveniently achieved by
 typing everything on the command line, e.g.:
 virmf '&plain' '\mode:=CanonCX; mag:=1; input myfigures.mf'
 In this case the output files will be named myfigures.tfm and
 myfigures.300gf.

 - Generate a PK file from the GF file using gftopk:
   gftopk myfigures.300gf myfigures.300pk
 The name of the output file for gftopk depends on the DVI driver you use.
 Ask your local TeX administrator about the naming conventions.  Next, either
 install the TFM and PK files in the appropriate directories, or set your
 environment variables properly.  Usually this involves setting TEXFONTS to
 include the current directory and doing the same thing for the environment
 variable that your DVI driver uses (no standard name here...).  This step is
 necessary so that TeX will find the font metric file and your DVI driver will
 find the PK file.

 - To include your pictures in your document you have to tell TeX the font:
   \font\gnufigs=myfigures
 Each picture you made is stored in a single character.  The first picture is
 character 0, the second is character 1, and so on...  After doing the above
 step, you can use the pictures just like any other characters.  Therefore, to
 place pictures 1 and 2 centered in your document, all you have to do is:
   \centerline{\gnufigs\char0}
   \centerline{\gnufigs\char1}
 in plain TeX.  For LaTeX you can, of course, use the picture environment and
 place the picture wherever you wish by using the \makebox and \put macros.

 This conversion saves you a lot of time once you have generated the font;
 TeX handles the pictures as characters and uses minimal time to place them,
 and the documents you make change more often than the pictures do.  It also
 saves a lot of TeX memory.  One last advantage of using the METAFONT driver
 is that the DVI file really remains device independent, because no \special
 commands are used as in the eepic and tpic drivers.


File: gnuplot.info, Node: mp, Prev: mf, Up: terminal, Next: Metapost Instructions


 The `mp` driver produces output intended to be input to the Metapost program.
 Running Metapost on the file creates EPS files containing the plots. By
 default, Metapost passes all text through TeX.  This has the advantage of
 allowing essentially  any TeX symbols in titles and labels.

 The `mp` terminal is selected with a command of the form
    set term mp {color} {solid} {notex} {mag <magsize>} {"<name>"} {<size>}
 The option `color` causes lines to be drawn in color (on a printer or display
 that supports it), `monochrome` (or nothing) selects black lines.  The option
 `solid` (*note solid:: ) draws solid lines, while dashed (or nothing) selects
 lines with different patterns of dashes.  If `solid` is selected but `color`
 is not, nearly all lines will be identical.  This may occasionally be useful,
 so it is allowed.

 The option `notex` bypasses TeX entirely, therefore no TeX code can be used in
 labels under this option.  This is intended for use on old plot files or files
 that make frequent use of common characters like `$` and `%` that require
 special handling in TeX.

 Changing font sizes in TeX has no effect on the size of mathematics, and there
 is no foolproof way to make such a change, except by globally  setting a
 magnification factor. This is the purpose of the `magnification` option. It
 must be followed by a scaling factor. All text (NOT the graphs) will be scaled
 by this factor. Use this if you have math that you want at some size other
 than the default 10pt. Unfortunately, all math will be the same size, but see
 the discussion below on editing the MP output. `mag` will also work under
 `notex` but there seems no point in using it as the font size option (below)
 works as well.

 A name in quotes selects the font that will be used when no explicit font is
 given in a `set label` (*note label:: ) or  `set title` (*note title:: ).  A
 name recognized by TeX (a TFM file exists) must be used.  The default is
 "cmr10" unless `notex` is selected, then it is "pcrr8r" (Courier).  Even under
 `notex`, a TFM file is needed by Metapost. The file `pcrr8r.tfm` is the name
 given to Courier in LaTeX's psnfss package.  If you change the font from the
 `notex` default, choose a font that matches the ASCII encoding at least in the
 range 32-126.  `cmtt10` almost works, but it has a nonblank character in
 position 32 (space).

 The size can be any number between 5.0 and 99.99.  If it is omitted, 10.0 is
 used.  It is advisable to use `magstep` sizes: 10 times an integer or
 half-integer power of 1.2, rounded to two decimals, because those are the most
 available sizes of fonts in TeX systems.

 All the options are optional.  If font information is given, it must be at the
 end, with size (if present) last.  The size is needed to select a size for the
 font, even if the font name includes size information.  For example,
 `set term mp "cmtt12"` selects cmtt12 shrunk to the default size 10.  This
 is probably not what you want or you would have used cmtt10.

 The following common ascii characters need special treatment in TeX:
    $, &, #, %, _;  |, <, >;  ^, ~,  \, {, and }
 The five characters $, #, &, _, and % can simply be escaped, e.g., `\$`.
 The three characters <, >, and | can be wrapped in math mode, e.g., `$<$`.
 The remainder require some TeX work-arounds.  Any good book on TeX will give
 some guidance.

 If you type your labels inside double quotes, backslashes in TeX code need to
 be escaped (doubled). Using single quotes will avoid having to do this, but
 then you cannot use `\n` for line breaks.  As of this writing, version 3.7 of
 gnuplot processess titles given in a `plot` (*note plot:: ) command
 differently than in other places, and backslashes in TeX commands need to be
 doubled regardless of the style of quotes.

 Metapost pictures are typically used in TeX documents.  Metapost deals with
 fonts pretty much the same way TeX does, which is different from most other
 document preparation programs.  If the picture is included in a LaTeX document
 using the graphics package, or in a plainTeX document via epsf.tex, and then
 converted to PostScript with dvips (or other dvi-to-ps converter), the text in
 the plot will usually be handled correctly.  However, the text may not appear
 if you send the Metapost output as-is to a PostScript interpreter.


* Menu:

* Metapost Instructions::


File: gnuplot.info, Node: Metapost Instructions, Prev: mp, Up: mp


 - Set your terminal to Metapost, e.g.:
    set terminal mp mono "cmtt12" 12

 - Select an output-file, e.g.:
    set output "figure.mp"

 - Create your pictures.  Each plot (or multiplot group) will generate a
 separate Metapost beginfig...endfig group.  Its default size will be 5 by 3
 inches.  You can change the size by saying `set size 0.5,0.5` or whatever
 fraction of the default size you want to have.

 - Quit gnuplot.

 - Generate EPS files by running Metapost on the output of gnuplot:
    mpost figure.mp  OR  mp figure.mp
 The name of the Metapost program depends on the system, typically `mpost` for
 a Unix machine and `mp` (*note mp:: ) on many others.  Metapost will generate
 one EPS file for each picture.

 - To include your pictures in your document you can use the graphics package
 in LaTeX or epsf.tex in plainTeX:
    \usepackage{graphics} % LaTeX
    \input epsf.tex       % plainTeX
 If you use a driver other than dvips for converting TeX DVI output to PS, you
 may need to add the following line in your LaTeX document:
    \DeclareGraphicsRule{*}{eps}{*}{}
 Each picture you made is in a separate file.  The first picture is in, e.g.,
 figure.0, the second in figure.1, and so on....  To place the third picture in
 your document, for example, all you have to do is:
    \includegraphics{figure.2} % LaTeX
    \epsfbox{figure.2}         % plainTeX

 The advantage, if any, of the mp terminal over a postscript terminal is
 editable output.  Considerable effort went into making this output as clean as
 possible.  For those knowledgeable in the Metapost language, the default line
 types and colors can be changed by editing the arrays `lt[]` and `col[]`.
 The choice of solid vs dashed lines, and color vs black lines can be change by
 changing the values assigned to the booleans `dashedlines` and `colorlines`.
 If the default `tex` option was in effect, global changes to the text of
 labels can be achieved by editing the `vebatimtex...etex` block.  In
 particular, a LaTeX preamble can be added if desired, and then LaTeX's
 built-in size changing commands can be used for maximum flexibility. Be sure
 to set the appropriate MP configuration variable to force Metapost to run
 LaTeX instead of plainTeX.


File: gnuplot.info, Node: tics, Prev: terminal, Up: set-show, Next: ticslevel

 The `set tics` command can be used to change the tics to be drawn outwards.

 Syntax:
       set tics {<direction>}
       show tics

 where <direction> may be `in` (the default) or `out`.

 See also `set xtics` (*note xtics:: ) for more control of major (labelled) tic
 marks and set mxtics` for control of minor tic marks.



File: gnuplot.info, Node: ticslevel, Prev: tics, Up: set-show, Next: ticscale

 Using `splot` (*note splot:: ), one can adjust the relative height of the
 vertical (Z) axis using `set ticslevel`.  The numeric argument provided
 specifies the location of the bottom of the scale (as a fraction of the
 z-range) above the xy-plane. The default value is 0.5.  Negative values are
 permitted, but tic labels on the three axes may overlap.

 To place the xy-plane at a position 'pos' on the z-axis, `ticslevel` should
 be set equal to  (pos - zmin) / (zmin - zmax).

 Syntax:
       set ticslevel {<level>}
       show tics

 See also `set view` (*note view:: ).



File: gnuplot.info, Node: ticscale, Prev: ticslevel, Up: set-show, Next: timestamp

 The size of the tic marks can be adjusted with `set ticscale`.

 Syntax:
       set ticscale {<major> {<minor>}}
       show tics

 If <minor> is not specified, it is 0.5*<major>.  The default size is 1.0 for
 major tics and 0.5 for minor tics.  Note that it is possible to have the tic
 marks pointing outward by specifying a negative size.


File: gnuplot.info, Node: timestamp, Prev: ticscale, Up: set-show, Next: timefmt

 The command `set timestamp` places the time and date of the plot in the left
 margin.

 Syntax:
       set timestamp {"<format>"} {top|bottom} {{no}rotate}
                     {<xoff>}{,<yoff>} {"<font>"}
       set notimestamp
       show timestamp

 The format string allows you to choose the format used to write the date and
 time.  Its default value is what asctime() uses: "%a %b %d %H:%M:%S %Y"
 (weekday, month name, day of the month, hours, minutes, seconds, four-digit
 year).  With `top` or `bottom` you can place the timestamp at the top or
 bottom of the left margin (default: bottom).  `rotate` (*note rotate:: ) lets
 you write the timestamp vertically, if your terminal supports vertical
 text.  The constants <xoff> and <off> are offsets from the default position
 given in character screen coordinates.  <font> is used to specify the font
 with which the time is to be written.

 The abbreviation `time` may be used in place of `timestamp`.

 Example:
       set timestamp "%d/%m/%y %H:%M" 80,-2 "Helvetica"

 See `set timefmt` (*note timefmt:: ) for more information about time format
 strings.



File: gnuplot.info, Node: timefmt, Prev: timestamp, Up: set-show, Next: title

 This command applies to timeseries where data are composed of dates/times.
 It has no meaning unless the command `set xdata time` is given also.

 Syntax:
       set timefmt "<format string>"
       show timefmt

 The string argument tells `gnuplot` (*note gnuplot:: ) how to read timedata
 from the datafile. The valid formats are:

       Format       Explanation
       %d           day of the month, 1--31
       %m           month of the year, 1--12
       %y           year, 0--99
       %Y           year, 4-digit
       %j           day of the year, 1--365
       %H           hour, 0--24
       %M           minute, 0--60
       %S           second, 0--60
       %b           three-character abbreviation of the name of the month
       %B           name of the month
 Any character is allowed in the string, but must match exactly.  \t (tab) is
 recognized.  Backslash-octals (\nnn) are converted to char.  If there is no
 separating character between the time/date elements, then %d, %m, %y, %H, %M
 and %S read two digits each, %Y reads four digits and %j reads three digits.
 %b requires three characters, and %B requires as many as it needs.

 Spaces are treated slightly differently.  A space in the string stands for
 zero or more whitespace characters in the file.  That is, "%H %M" can be used
 to read "1220" and "12     20" as well as "12 20".

 Each set of non-blank characters in the timedata counts as one column in the
 `using n:n` specification.  Thus `11:11  25/12/76  21.0` consists of three
 columns.  To avoid confusion, `gnuplot` requires that you provide a complete
 `using` (*note using:: ) specification if your file contains timedata.

 Since `gnuplot` cannot read non-numerical text, if the date format includes
 the day or month in words, the format string must exclude this text.  But
 it can still be printed with the "%a", "%A", "%b", or "%B" specifier: see
 `set format` (*note format:: ) for more details about these and other options
 for printing timedata.  (`gnuplot` will determine the proper month and weekday
 from the numerical values.)

 See also `set xdata` (*note xdata:: ) and Time/date for more information.

 Example:
       set timefmt "%d/%m/%Y\t%H:%M"
 tells `gnuplot` to read date and time separated by tab.  (But look closely at
 your data---what began as a tab may have been converted to spaces somewhere
 along the line; the format string must match what is actually in the file.)


File: gnuplot.info, Node: title, Prev: timefmt, Up: set-show, Next: tmargin

 The `set title` command produces a plot title that is centered at the top of
 the plot.  `set title` is a special case of `set label` (*note label:: ).

 Syntax:
       set title {"<title-text>"} {<xoff>}{,<yoff>} {"<font>,{<size>}"}
       show title

 Specifying constants <xoff> or <yoff> as optional offsets for the title will
 move the title <xoff> or <yoff> character screen coordinates (not graph
 coordinates).  For example, "`set title ,-1`" will change only the y offset
 of the title, moving the title down by roughly the height of one character.

 <font> is used to specify the font with which the title is to be written;
 the units of the font <size> depend upon which terminal is used.

 `set title` with no parameters clears the title.

 See `syntax` (*note Syntax:: ) for details about the processing of backslash
 sequences and the distinction between single- and double-quotes.



File: gnuplot.info, Node: tmargin, Prev: title, Up: set-show, Next: trange

 The command `set tmargin` sets the size of the top margin.  Please see
 `set margin` (*note margin:: ) for details.



File: gnuplot.info, Node: trange, Prev: tmargin, Up: set-show, Next: urange

 The `set trange` command sets the parametric range used to compute x and y
 values when in parametric or polar modes.  Please see `set xrange`
 (*note xrange:: ) for details.



File: gnuplot.info, Node: urange, Prev: trange, Up: set-show, Next: variables

 The `set urange` and `set vrange` (*note vrange:: ) commands set the
 parametric ranges used to compute x, y, and z values when in `splot`
 (*note splot:: ) parametric mode.  Please see `set xrange` (*note xrange:: )
 for details.



File: gnuplot.info, Node: variables, Prev: urange, Up: set-show, Next: version

 The `show variables` command lists all user-defined variables and their
 values.

 Syntax:
       show variables


File: gnuplot.info, Node: version, Prev: variables, Up: set-show, Next: view

 The `show version` command lists the version of gnuplot being run, its last
 modification date, the copyright holders, and email addresses for the FAQ,
 the info-gnuplot mailing list, and reporting bugs--in short, the information
 listed on the screen when the program is invoked interactively.

 Syntax:
       show version {long}

 When the `long` option is given, it also lists the operating system, the
 compilation options used when `gnuplot` (*note gnuplot:: ) was installed, the
 location of the help file, and (again) the useful email addresses.



File: gnuplot.info, Node: view, Prev: version, Up: set-show, Next: vrange

 The `set view` command sets the viewing angle for `splot`s
 (*note splot:: ).  It controls how the 3-d coordinates of the plot are mapped
 into the 2-d screen space.  It provides controls for both rotation and scaling
 of the plotted data, but supports orthographic projections only.

 Syntax:
       set view <rot_x> {,{<rot_z>}{,{<scale>}{,<scale_z>}}}
       show view

 where <rot_x> and <rot_z> control the rotation angles (in degrees) in a
 virtual 3-d coordinate system aligned with the screen such that initially
 (that is, before the rotations are performed) the screen horizontal axis is
 x, screen vertical axis is y, and the axis perpendicular to the screen is z.
 The first rotation applied is <rot_x> around the x axis.  The second rotation
 applied is <rot_z> around the new z axis.

 <rot_x> is bounded to the [0:180] range with a default of 60 degrees, while
 <rot_z> is bounded to the [0:360] range with a default of 30 degrees.
 <scale> controls the scaling of the entire `splot`, while <scale_z> scales
 the z axis only.  Both scales default to 1.0.

 Examples:
       set view 60, 30, 1, 1
       set view ,,0.5

 The first sets all the four default values.  The second changes only scale,
 to 0.5.

 See also `set ticslevel` (*note ticslevel:: ).



File: gnuplot.info, Node: vrange, Prev: view, Up: set-show, Next: x2data

 The `set urange` (*note urange:: ) and set vrange commands set the parametric
 ranges used to compute x, y, and z values when in `splot` (*note splot:: )
 parametric mode.  Please see `set xrange` (*note xrange:: ) for details.



File: gnuplot.info, Node: x2data, Prev: vrange, Up: set-show, Next: x2dtics

 The `set x2data` command sets data on the x2 (top) axis to timeseries
 (dates/times).  Please see `set xdata` (*note xdata:: ).



File: gnuplot.info, Node: x2dtics, Prev: x2data, Up: set-show, Next: x2label

 The `set x2dtics` command changes tics on the x2 (top) axis to days of the
 week.  Please see `set xdtics` (*note xdtics:: ) for details.



File: gnuplot.info, Node: x2label, Prev: x2dtics, Up: set-show, Next: x2mtics

 The `set x2label` command sets the label for the x2 (top) axis.  Please see
 `set xlabel` (*note xlabel:: ).



File: gnuplot.info, Node: x2mtics, Prev: x2label, Up: set-show, Next: x2range

 The `set x2mtics` command changes tics on the x2 (top) axis to months of the
 year.  Please see `set xmtics` (*note xmtics:: ) for details.



File: gnuplot.info, Node: x2range, Prev: x2mtics, Up: set-show, Next: x2tics

 The `set x2range` command sets the horizontal range that will be displayed on
 the x2 (top) axis.  Please see `set xrange` (*note xrange:: ) for details.



File: gnuplot.info, Node: x2tics, Prev: x2range, Up: set-show, Next: x2zeroaxis

 The `set x2tics` command controls major (labelled) tics on the x2 (top) axis.
 Please see `set xtics` (*note xtics:: ) for details.



File: gnuplot.info, Node: x2zeroaxis, Prev: x2tics, Up: set-show, Next: xdata

 The `set x2zeroaxis` command draws a line at the origin of the x2 (top) axis
 (y2 = 0).  For details, please see
 `set zeroaxis` (*note zeroaxis:: ).



File: gnuplot.info, Node: xdata, Prev: x2zeroaxis, Up: set-show, Next: xdtics

 This command sets the datatype on the x axis to time/date.  A similar command
 does the same thing for each of the other axes.

 Syntax:
       set xdata {time}
       show xdata

 The same syntax applies to `ydata` (*note ydata:: ),  `zdata`
 (*note zdata:: ),  `x2data` (*note x2data:: ) and  `y2data`
 (*note y2data:: ).

 The `time` option signals that the datatype is indeed time/date.  If the
 option is not specified, the datatype reverts to normal.

 See `set timefmt` (*note timefmt:: ) to tell  `gnuplot` (*note gnuplot:: ) how
 to read date or time data.  The time/date is converted to seconds from start
 of the century.  There is currently only one timefmt, which implies that all
 the time/date columns must confirm to this format.  Specification of ranges
 should be supplied as quoted strings according to this format to avoid
 interpretation of the time/date as an expression.

 The function 'strftime' (type "man strftime" on unix to look it up) is used
 to print tic-mark labels.  `gnuplot` tries to figure out a reasonable format
 for this  unless the `set format x "string"` has supplied something that does
 not look like a decimal format (more than one '%' or neither %f nor %g).

 See also `Time/date` for more information.


File: gnuplot.info, Node: xdtics, Prev: xdata, Up: set-show, Next: xlabel

 The `set xdtics` commands converts the x-axis tic marks to days of the week
 where 0=Sun and 6=Sat.  Overflows are converted modulo 7 to dates.  `set
 noxdtics` returns the labels to their default values.  Similar commands do
 the same things for the other axes.

 Syntax:
       set xdtics
       set noxdtics
       show xdtics

 The same syntax applies to `ydtics` (*note ydtics:: ),  `zdtics`
 (*note zdtics:: ),  `x2dtics` (*note x2dtics:: ) and  `y2dtics`
 (*note y2dtics:: ).

 See also the `set format` (*note format:: ) command.



File: gnuplot.info, Node: xlabel, Prev: xdtics, Up: set-show, Next: xmtics

 The `set xlabel` command sets the x axis label.  Similar commands set labels
 on the other axes.

 Syntax:
       set xlabel {"<label>"} {<xoff>}{,<yoff>} {"<font>{,<size>}"}
       show xlabel

 The same syntax applies to `x2label` (*note x2label:: ),  `ylabel`
 (*note ylabel:: ),  `y2label` (*note y2label:: ) and  `zlabel`
 (*note zlabel:: ).

 Specifying the constants <xoff> or <yoff> as optional offsets for a label
 will move it <xoff> or <yoff> character widths or heights.  For example,
 "` set xlabel -1`" will change only the x offset of the xlabel, moving the
 label roughly one character width to the left.   The size of a character
 depends on both the font and the terminal.

 <font> is used to specify the font in which the label is written; the units
 of the font <size> depend upon which terminal is used.

 To clear a label, put no options on the command line, e.g., "`set y2label`".

 The default positions of the axis labels are as follows:

 xlabel:  The x-axis label is centered below the bottom axis.

 ylabel:  The position of the y-axis label depends on the terminal, and can be
 one of the following three positions:

 1. Horizontal text flushed left at the top left of the plot.  Terminals that
 cannot rotate text will probably use this method.  If `set x2tics`
 (*note x2tics:: ) is also in use, the ylabel may overwrite the left-most x2tic
 label.  This may be remedied by adjusting the ylabel position or the left
 margin.

 2. Vertical text centered vertically at the left of the plot.  Terminals
 that can rotate text will probably use this method.

 3. Horizontal text centered vertically at the left of the plot.  The EEPIC,
 LaTeX and TPIC drivers use this method.  The user must insert line breaks
 using \\ to prevent the ylabel from overwriting the plot.  To produce a
 vertical row of characters, add \\ between every printing character (but this
 is ugly).

 zlabel: The z-axis label is centered along the z axis and placed in the space
 above the grid level.

 y2label: The y2-axis label is placed to the right of the y2 axis.  The
 position is terminal-dependent in the same manner as is the y-axis label.

 x2label: The x2-axis label is placed above the top axis but below the plot
 title.  It is also possible to create an x2-axis label by using new-line
 characters to make a multi-line plot title, e.g.,

       set title "This is the title\n\nThis is the x2label"

 Note that double quotes must be used.  The same font will be used for both
 lines, of course.

 If you are not satisfied with the default position of an axis label, use `set
 label` instead--that command gives you much more control over where text is
 placed.

 Please see `set syntax` for further information about backslash processing
 and the difference between single- and double-quoted strings.


File: gnuplot.info, Node: xmtics, Prev: xlabel, Up: set-show, Next: xrange

 The `set xmtics` commands converts the x-axis tic marks to months of the
 year where 1=Jan and 12=Dec.  Overflows are converted modulo 12 to months.
 The tics are returned to their default labels by `set noxmtics`.  Similar
 commands perform the same duties for the other axes.

 Syntax:
       set xmtics
       set noxmtics
       show xmtics

 The same syntax applies to `x2mtics` (*note x2mtics:: ),  `ymtics`
 (*note ymtics:: ),  `y2mtics` (*note y2mtics:: ), and  `zmtics`
 (*note zmtics:: ).

 See also the `set format` (*note format:: ) command.



File: gnuplot.info, Node: xrange, Prev: xmtics, Up: set-show, Next: xtics

 The `set xrange` command sets the horizontal range that will be displayed.
 A similar command exists for each of the other axes, as well as for the
 polar radius r and the parametric variables t, u, and v.

 Syntax:
       set xrange [{{<min>}:{<max>}}] {{no}reverse} {{no}writeback}
       show xrange

 where <min> and <max> terms are constants, expressions or an asterisk to set
 autoscaling.  If the data are time/date, you must give the range as a quoted
 string according to the `set timefmt` (*note timefmt:: ) format.  Any value
 omitted will not be changed.

 The same syntax applies to `yrange` (*note yrange:: ),  `zrange`
 (*note zrange:: ),  `x2range` (*note x2range:: ),  `y2range`
 (*note y2range:: ), `rrange` (*note rrange:: ),  `trange` (*note trange:: ),
  `urange` (*note urange:: ) and  `vrange` (*note vrange:: ).

 The `reverse` option reverses the direction of the axis, e.g., `set xrange
 [0:1] reverse` will produce an axis with 1 on the left and 0 on the right.
 This is identical to the axis produced by `set xrange [1:0]`, of course.
 `reverse` is intended primarily for use with `autoscale`
 (*note autoscale:: ).

 The `writeback` option essentially saves the range found by `autoscale` in
 the buffers that would be filled by `set xrange`.  This is useful if you wish
 to plot several functions together but have the range determined by only
 some of them.  The `writeback` operation is performed during the `plot`
 (*note plot:: ) execution, so it must be specified before that command.  For
 example,

       set xrange [-10:10]
       set yrange [] writeback
       plot sin(x)
       set noautoscale y
       replot x/2

 results in a yrange of [-1:1] as found only from the range of sin(x); the
 [-5:5] range of x/2 is ignored.  Executing `show yrange` after each command
 in the above example should help you understand what is going on.

 In 2-d, `xrange` and `yrange` determine the extent of the axes, `trange`
 determines the range of the parametric variable in parametric mode or the
 range of the angle in polar mode.  Similarly in parametric 3-d, `xrange`,
 `yrange`, and `zrange` govern the axes and `urange` and `vrange` govern the
 parametric variables.

 In polar mode, `rrange` determines the radial range plotted.  <rmin> acts as
 an additive constant to the radius, whereas <rmax> acts as a clip to the
 radius---no point with radius greater than <rmax> will be plotted.  `xrange`
 and `yrange` are affected---the ranges can be set as if the graph was of
 r(t)-rmin, with rmin added to all the labels.

 Any range may be partially or totally autoscaled, although it may not make
 sense to autoscale a parametric variable unless it is plotted with data.

 Ranges may also be specified on the `plot` command line.  A range given on
 the plot line will be used for that single `plot` command; a range given by
 a `set` (*note set-show:: ) command will be used for all subsequent plots that
 do not specify their own ranges.  The same holds true for `splot`
 (*note splot:: ).

 Examples:

 To set the xrange to the default:
       set xrange [-10:10]

 To set the yrange to increase downwards:
       set yrange [10:-10]

 To change zmax to 10 without affecting zmin (which may still be autoscaled):
       set zrange [:10]

 To autoscale xmin while leaving xmax unchanged:
       set xrange [*:]


File: gnuplot.info, Node: xtics, Prev: xrange, Up: set-show, Next: xzeroaxis

 Fine control of the major (labelled) tics on the x axis is possible with the
 `set xtics` command.  The tics may be turned off with the `set noxtics`
 command, and may be turned on (the default state) with `set xtics`.  Similar
 commands control the major tics on the y, z, x2 and y2 axes.

 Syntax:
       set xtics {axis | border} {{no}mirror} {{no}rotate}
                 {  autofreq
                  | <incr>
                  | <start>, <incr> {,<end>}
                  | ({"<label>"} <pos> {,{"<label>"} <pos>}...) }
       set noxtics
       show xtics

 The same syntax applies to `ytics` (*note ytics:: ),  `ztics`
 (*note ztics:: ),  `x2tics` (*note x2tics:: ) and  `y2tics`
 (*note y2tics:: ).

 `axis` or `border` (*note border:: ) tells  `gnuplot` (*note gnuplot:: ) to
 put the tics (both the tics themselves and the accompanying labels) along the
 axis or the border, respectively.  If the axis is very close to the border,
 the `axis` option can result in tic labels overwriting other text written in
 the margin.

 `mirror` tells `gnuplot` to put unlabelled tics at the same positions on the
 opposite border.  `nomirror` does what you think it does.

 `rotate` (*note rotate:: ) asks gnuplot to rotate the text through 90 degrees,
 which will be done if the terminal driver in use supports text
 rotation.  `norotate` cancels this.

 The defaults are `border mirror norotate` for tics on the x and y axes, and
 `border nomirror norotate` for tics on the x2 and y2 axes.  For the z axis,
 the the `{axis | border}` option is not available and the default is
 `nomirror`.  If you do want to mirror the z-axis tics, you might want to
 create a bit more room for them with `set border`.

 `set xtics` with no options restores the default border or axis if xtics are
 being displayed;  otherwise it has no effect.  Any previously specified tic
 frequency or position {and labels} are retained.

 Positions of the tics are calculated automatically by default or if the
 `autofreq` option is given; otherwise they may be specified in either of
 two forms:

 The implicit <start>, <incr>, <end> form specifies that a series of tics will
 be plotted on the axis between the values <start> and <end> with an increment
 of <incr>.  If <end> is not given, it is assumed to be infinity.  The
 increment may be negative.  If neither <start> nor <end> is given, <start> is
 assumed to be negative infinity, <end> is assumed to be positive infinity,
 and the tics will be drawn at integral multiples of <step>.  If the axis is
 logarithmic, the increment will be used as a multiplicative factor.

 Examples:

 Make tics at 0, 0.5, 1, 1.5, ..., 9.5, 10.
       set xtics 0,.5,10

 Make tics at ..., -10, -5, 0, 5, 10, ...
       set xtics 5

 Make tics at 1, 100, 1e4, 1e6, 1e8.
       set logscale x; set xtics 1,100,10e8

 The explicit ("<label>" <pos>, ...) form allows arbitrary tic positions or
 non-numeric tic labels.  A set of tics is a set of positions, each with its
 own optional label.  Note that the label is a string enclosed by quotes.  It
 may be a constant string, such as "hello", may contain formatting information
 for converting the position into its label, such as "%3f clients", or may be
 empty, "".  See `set format` (*note format:: ) for more information.  If no
 string is given, the default label (numerical) is used.  In this form, the
 tics do not need to be listed in numerical order.

 Examples:
       set xtics ("low" 0, "medium" 50, "high" 100)
       set xtics (1,2,4,8,16,32,64,128,256,512,1024)
       set ytics ("bottom" 0, "" 10, "top" 20)

 In the second example, all tics are labelled.  In the third, only the end
 tics are labelled.

 However they are specified, tics will only be plotted when in range.

 Format (or omission) of the tic labels is controlled by `set format`, unless
 the explicit text of a labels is included in the `set xtic (`<label>`)` form.

 Minor (unlabelled) tics can be added by the `set mxtics` (*note mxtics:: )
 command.

 In case of timeseries data, position values must be given as quoted dates
 or times according to the format `timefmt` (*note timefmt:: ).  If the
 <start>, <incr>, <end> form is used, <start> and <end> must be given according
 to `timefmt`, but <incr> must be in seconds.  Times will be written out
 according to the format given on `set format`, however.

 Examples:
       set xdata time
       set timefmt "%d/%m"
       set format x "%b %d"
       set xrange ["01/12":"06/12"]
       set xtics "01/12", 172800, "05/12"

       set xdata time
       set timefmt "%d/%m"
       set format x "%b %d"
       set xrange ["01/12":"06/12"]
       set xtics ("01/12", "" "03/12", "05/12")
 Both of these will produce tics "Dec 1", "Dec 3", and "Dec 5", but in the
 second example the tic at "Dec 3" will be unlabelled.



File: gnuplot.info, Node: xzeroaxis, Prev: xtics, Up: set-show, Next: y2data

 The `set xzeroaxis` command draws a line at y = 0.  For details, please see
 `set zeroaxis` (*note zeroaxis:: ).



File: gnuplot.info, Node: y2data, Prev: xzeroaxis, Up: set-show, Next: y2dtics

 The `set y2data` command sets y2 (right-hand) axis data to timeseries
 (dates/times).  Please see `set xdata` (*note xdata:: ).



File: gnuplot.info, Node: y2dtics, Prev: y2data, Up: set-show, Next: y2label

 The `set y2dtics` command changes tics on the y2 (right-hand) axis to days of
 the week.  Please see `set xdtics` (*note xdtics:: ) for details.



File: gnuplot.info, Node: y2label, Prev: y2dtics, Up: set-show, Next: y2mtics

 The `set y2dtics` (*note y2dtics:: ) command sets the label for the y2
 (right-hand) axis. Please see `set xlabel` (*note xlabel:: ).



File: gnuplot.info, Node: y2mtics, Prev: y2label, Up: set-show, Next: y2range

 The `set y2mtics` command changes tics on the y2 (right-hand) axis to months
 of the year.  Please see `set xmtics` (*note xmtics:: ) for details.



File: gnuplot.info, Node: y2range, Prev: y2mtics, Up: set-show, Next: y2tics

 The `set y2range` command sets the vertical range that will be displayed on
 the y2 (right-hand) axis.  Please see `set xrange` (*note xrange:: ) for
 details.



File: gnuplot.info, Node: y2tics, Prev: y2range, Up: set-show, Next: y2zeroaxis

 The `set y2tics` command controls major (labelled) tics on the y2 (right-hand)
 axis.  Please see `set xtics` (*note xtics:: ) for details.



File: gnuplot.info, Node: y2zeroaxis, Prev: y2tics, Up: set-show, Next: ydata

 The `set y2zeroaxis` command draws a line at the origin of the y2 (right-hand)
 axis (x2 = 0).  For details, please see `set zeroaxis` (*note zeroaxis:: ).



File: gnuplot.info, Node: ydata, Prev: y2zeroaxis, Up: set-show, Next: ydtics

 Sets y-axis data to timeseries (dates/times).  Please see `set xdata`
 (*note xdata:: ).



File: gnuplot.info, Node: ydtics, Prev: ydata, Up: set-show, Next: ylabel

 The `set ydtics` command changes tics on the y axis to days of the week.
 Please see `set xdtics` (*note xdtics:: ) for details.



File: gnuplot.info, Node: ylabel, Prev: ydtics, Up: set-show, Next: ymtics

 This command sets the label for the y axis.  Please see `set xlabel`
 (*note xlabel:: ).



File: gnuplot.info, Node: ymtics, Prev: ylabel, Up: set-show, Next: yrange

 The `set ymtics` command changes tics on the y axis to months of the year.
 Please see `set xmtics` (*note xmtics:: ) for details.



File: gnuplot.info, Node: yrange, Prev: ymtics, Up: set-show, Next: ytics

 The `set yrange` command sets the vertical range that will be displayed on
 the y axis.  Please see `set xrange` (*note xrange:: ) for details.



File: gnuplot.info, Node: ytics, Prev: yrange, Up: set-show, Next: yzeroaxis

 The `set ytics` command controls major (labelled) tics on the y axis.
 Please see `set xtics` (*note xtics:: ) for details.



File: gnuplot.info, Node: yzeroaxis, Prev: ytics, Up: set-show, Next: zdata

 The `set yzeroaxis` command draws a line at x = 0.  For details, please see
 `set zeroaxis` (*note zeroaxis:: ).



File: gnuplot.info, Node: zdata, Prev: yzeroaxis, Up: set-show, Next: zdtics

 Set zaxis date to timeseries (dates/times).  Please see `set xdata`
 (*note xdata:: ).



File: gnuplot.info, Node: zdtics, Prev: zdata, Up: set-show, Next: zero

 The `set zdtics` command changes tics on the z axis to days of the week.
 Please see `set xdtics` (*note xdtics:: ) for details.



File: gnuplot.info, Node: zero, Prev: zdtics, Up: set-show, Next: zeroaxis

 The `zero` value is the default threshold for values approaching 0.0.

 Syntax:
       set zero <expression>
       show zero

 `gnuplot` (*note gnuplot:: ) will not plot a point if its imaginary part is
 greater in magnitude than the `zero` threshold.  This threshold is also used
 in various other parts of `gnuplot` as a (crude) numerical-error
 threshold.  The default `zero` value is 1e-8.  `zero` values larger than 1e-3
 (the reciprocal of the number of pixels in a typical bitmap display) should
 probably be avoided, but it is not unreasonable to set `zero` to 0.0.



File: gnuplot.info, Node: zeroaxis, Prev: zero, Up: set-show, Next: zlabel

 The x axis may be drawn by `set xzeroaxis` (*note xzeroaxis:: ) and removed by
 set noxzeroaxis. Similar commands behave similarly for the y, x2, and y2
 axes.

 Syntax:
       set {x|x2|y|y2|}zeroaxis { {linestyle | ls <line_style>}
                                  | { linetype | lt <line_type>}
                                    { linewidth | lw <line_width>}}
       set no{x|x2|y|y2|}zeroaxis
       show {x|y|}zeroaxis


 By default, these options are off.  The selected zero axis is drawn
 with a line of type <line_type> and width <line_width> (if supported
 by the terminal driver currently in use), or a user-defined style
 <line_style>.

 If no linetype is specified, any zero axes selected will be drawn
 using the axis linetype (linetype 0).

 `set zeroaxis l` is equivalent to `set xzeroaxis l; set yzeroaxis l`. `set
 nozeroaxis` is equivalent to `set noxzeroaxis; set noyzeroaxis`.


File: gnuplot.info, Node: zlabel, Prev: zeroaxis, Up: set-show, Next: zmtics

 This command sets the label for the z axis.  Please see `set xlabel`
 (*note xlabel:: ).



File: gnuplot.info, Node: zmtics, Prev: zlabel, Up: set-show, Next: zrange

 The `set zmtics` command changes tics on the z axis to months of the year.
 Please see `set xmtics` (*note xmtics:: ) for details.



File: gnuplot.info, Node: zrange, Prev: zmtics, Up: set-show, Next: ztics

 The `set zrange` command sets the range that will be displayed on the z axis.
 The zrange is used only by `splot` (*note splot:: ) and is ignored by  `plot`
 (*note plot:: ).  Please see set xrange` for details.



File: gnuplot.info, Node: ztics, Prev: zrange, Up: set-show

 The `set ztics` command controls major (labelled) tics on the z axis.
 Please see `set xtics` (*note xtics:: ) for details.



File: gnuplot.info, Node: shell, Prev: set-show, Up: Commands, Next: splot

 The `shell` command spawns an interactive shell.  To return to `gnuplot`
 (*note gnuplot:: ), type `logout` if using VMS, `exit` (*note exit:: ) or the
 END-OF-FILE character if using Unix, `endcli` if using AmigaOS, or `exit` if
 using MS-DOS or OS/2.

 A single shell command may be spawned by preceding it with the ! character
 ($ if using VMS) at the beginning of a command line.  Control will return
 immediately to `gnuplot` after this command is executed.  For example, in
 Unix, AmigaOS, MS-DOS or OS/2,

       ! dir

 prints a directory listing and then returns to `gnuplot`.

 On an Atari, the `!` command first checks whether a shell is already loaded
 and uses it, if available.  This is practical if `gnuplot` is run from
 `gulam`, for example.


File: gnuplot.info, Node: splot, Prev: shell, Up: Commands, Next: data-file

 `splot` is the command for drawing 3-d plots (well, actually projections on
 a 2-d surface, but you knew that).  It can create a plot from functions or
 a data file in a manner very similar to the `plot` (*note plot:: ) command.

 See `plot` for features common to the `plot` command; only differences are
 discussed in detail here.  Note specifically that the `binary`
 (*note binary:: ) and  `matrix` (*note matrix:: ) options (discussed under
 "datafile-modifiers") are not available for `plot`.

 Syntax:
       splot {<ranges>}
             <function> | "<datafile>" {datafile-modifiers}}
             {<title-spec>} {with <style>}
             {, {definitions,} <function> ...}

 where either a <function> or the name of a data file enclosed in quotes is
 supplied.  The function can be a mathematical expression, or a triple of
 mathematical expressions in parametric mode.

 By default `splot` draws the xy plane completely below the plotted data.
 The offset between the lowest ztic and the xy plane can be changed by `set
 ticslevel`.  The orientation of a `splot` projection is controlled by
 `set view` (*note view:: ).  See set view and nd `set ticslevel`
 (*note ticslevel:: ) for more information.

 The syntax for setting ranges on the `splot` command is the same as for
 `plot`.  In non-parametric mode, the order in which ranges must be given is
 `xrange` (*note xrange:: ),  `yrange` (*note yrange:: ), and  `zrange`
 (*note zrange:: ).  In parametric mode, the order is  `urange`
 (*note urange:: ), `vrange` (*note vrange:: ), xrange, yrange, and zrange.

 The `title` (*note title:: ) option is the same as in plot.  The operation of
 of `with` (*note with:: ) is also the same as in `plot`, except that the
 plotting styles available to `splot` are limited to `lines` (*note lines:: ),
  `points` (*note points:: ),  `linespoints` (*note linespoints:: ),  `dots`
 (*note dots:: ), and  `impulses` (*note impulses:: );  the error-bar
 capabilities of `plot` are not available for `splot`.

 The datafile options have more differences.

* Menu:

* data-file::
* grid_data::
* splot_overview::


File: gnuplot.info, Node: data-file, Prev: splot, Up: splot, Next: binary

 As for `plot` (*note plot:: ), discrete data contained in a file can be
 displayed by specifying the name of the data file, enclosed in quotes,  on the
 `splot` (*note splot:: ) command line.

 Syntax:
       splot '<file_name>' {binary | matrix}
                           {index <index list>}
                           {every <every list>}
                           {using <using list>}

 The special filenames `""` and `"-"` are permitted, as in `plot`.

 In brief, `binary` (*note binary:: ) and  `matrix` (*note matrix:: ) indicate
 that the the data are in a special form, `index` (*note index:: ) selects
 which data sets in a multi-data-set file are to be plotted, `every`
 (*note every:: ) specifies which datalines (subsets) within a single data set
 are to be plotted, and `using` (*note using:: ) determines how the columns
 within a single record are to be interpreted.

 The options `index` and `every` behave the same way as with `plot`;  `using`
 does so also, except that the `using` list must provide three entries
 instead of two.

 The `plot` options `thru` (*note thru:: ) and  `smooth` (*note smooth:: ) are
 not available for splot, but `cntrparams` and `dgrid3d` (*note dgrid3d:: )
 provide limited smoothing cabilities.

 Data file organization is essentially the same as for `plot`, except that
 each point is an (x,y,z) triple.  If only a single value is provided, it
 will be used for z, the datablock number will be used for y, and the index
 of the data point in the datablock will be used for x.  If two values are
 provided, `gnuplot` (*note gnuplot:: ) gives you an error message.  Three
 values are interpreted as an (x,y,z) triple.  Additional values are generally
 used as errors, which can be used by `fit` (*note fit:: ).

 Single blank records separate datablocks in a `splot` datafile; `splot`
 treats datablocks as the equivalent of function y-isolines.  No line will
 join points separated by a blank record.  If all datablocks contain the same
 number of points, `gnuplot` will draw cross-isolines between datablocks,
 connecting corresponding points.  This is termed "grid data", and is required
 for drawing a surface, for contouring (`set contour` (*note contour:: )) and
 hidden-line removal (`set hidden3d` (*note hidden3d:: )). See also splot grid
 data

 It is no longer necessary to specify `parametric` (*note parametric:: ) mode
 for three-column `splot`s.


* Menu:

* binary::
* example datafile::
* matrix::


File: gnuplot.info, Node: binary, Prev: data-file, Up: data-file, Next: example datafile

 `splot` (*note splot:: ) can read binary files written with a specific format
 (and on a system with a compatible binary file representation.)

 In previous versions, `gnuplot` (*note gnuplot:: ) dynamically detected binary
 data files.  It is now necessary to specify the keyword `binary` directly
 after the filename.

 Single precision floats are stored in a binary file as follows:

       <N+1>  <y0>   <y1>   <y2>  ...  <yN>
        <x0> <z0,0> <z0,1> <z0,2> ... <z0,N>
        <x1> <z1,0> <z1,1> <z1,2> ... <z1,N>
         :      :      :      :   ...    :

 which are converted into triplets:
       <x0> <y0> <z0,0>
       <x0> <y1> <z0,1>
       <x0> <y2> <z0,2>
        :    :     :
       <x0> <yN> <z0,N>

       <x1> <y0> <z1,0>
       <x1> <y1> <z1,1>
        :    :     :

 These triplets are then converted into `gnuplot` iso-curves and then
 `gnuplot` proceeds in the usual manner to do the rest of the plotting.

 A collection of matrix and vector manipulation routines (in C) is provided
 in `binary.c`.  The routine to write binary data is

       int fwrite_matrix(file,m,nrl,nrl,ncl,nch,row_title,column_title)

 An example of using these routines is provided in the file `bf_test.c`, which
 generates binary files for the demo file `demo/binary.dem`.

 The `index` (*note index:: ) keyword is not supported, since the file format
 allows only one surface per file.  The `every` (*note every:: ) and  `using`
 (*note using:: ) filters are supported.  using operates as if the data were
 read in the above triplet form.



File: gnuplot.info, Node: example datafile, Prev: binary, Up: data-file, Next: matrix

 A simple example of plotting a 3-d data file is

       splot 'datafile.dat'

 where the file "datafile.dat" might contain:

       # The valley of the Gnu.
          0 0 10
          0 1 10
          0 2 10

          1 0 10
          1 1 5
          1 2 10

          2 0 10
          2 1 1
          2 2 10

          3 0 10
          3 1 0
          3 2 10

 Note that "datafile.dat" defines a 4 by 3 grid ( 4 rows of 3 points each ).
 Rows (datablocks) are separated by blank records.

 Note also that the x value is held constant within each dataline.  If you
 instead keep y constant, and plot with hidden-line removal enabled, you will
 find that the surface is drawn 'inside-out'.

 Actually for grid data it is not necessary to keep the x values constant
 within a datablock, nor is it necessary to keep the same sequence of y
 values.  `gnuplot` (*note gnuplot:: ) requires only that the number of points
 be the same for each datablock.  However since the surface mesh, from which
 contours are derived, connects sequentially corresponding points, the effect
 of an irregular grid on a surface plot is unpredictable and should be
 examined on a case-by-case basis.



File: gnuplot.info, Node: matrix, Prev: example datafile, Up: data-file

 The `matrix` flag indicates that the ASCII data are stored in matrix format.
 The z-values are read in a row at a time, i. e.,
       z11 z12 z13 z14 ...
       z21 z22 z23 z24 ...
       z31 z32 z33 z34 ...
 and so forth.  The row and column indices are used for the x- and y-values.


File: gnuplot.info, Node: grid_data, Prev: data-file, Up: splot, Next: splot_overview

 The 3D routines are designed for points in a grid format, with one sample,
 datapoint, at each mesh intersection; the datapoints may originate from
 either evaluating a function, see `set isosamples` (*note isosamples:: ), or
 reading a datafile, see `splot datafile` (*note data-file:: ).  The term
 "isoline" is applied to the mesh lines for both functions and data.  Note that
 the mesh need not be rectangular in x and y, as it may be parameterized in u
 and v, see `set isosamples`.

 However, `gnuplot` (*note gnuplot:: ) does not require that format.  In the
 case of functions, 'samples' need not be equal to 'isosamples', i.e., not
 every x-isoline sample need intersect a y-isoline. In the case of data files,
 if there are an equal number of scattered data points in each datablock, then
 "isolines" will connect the points in a datablock, and "cross-isolines" will
 connect the corresponding points in each datablock to generate a
 "surface".  In either case, contour and hidden3d modes may give different
 plots than if the points were in the intended format.  Scattered data can be
 converted to a {different} grid format with `set dgrid3d` (*note dgrid3d:: ).

 The contour code tests for z intensity along a line between a point on a
 y-isoline and the corresponding point in the next y-isoline.  Thus a `splot`
 (*note splot:: ) contour of a surface with samples on the x-isolines that do
 not coincide with a y-isoline intersection will ignore such samples. Try:
        set xrange [-pi/2:pi/2]; set yrange [-pi/2:pi/2]        set function
 style lp        set contour        set isosamples 10,10; set samples 10,10;
        splot cos(x)*cos(y)        set samples 4,10; replot        set samples
 10,4; replot



File: gnuplot.info, Node: splot_overview, Prev: grid_data, Up: splot

 `splot` (*note splot:: ) can display a surface as a collection of points, or
 by connecting those points.  As with `plot` (*note plot:: ), the points may be
 read from a data file or result from evaluation of a function at specified
 intervals, see `set isosamples`.  The surface may be approximated by
 connecting the points with straight line segments, see `set surface`
 (*note surface:: ), in which case the surface can be made opaque with `set
 hidden3d.`  The orientation from which the 3d surface is viewed can be changed
 with `set view` (*note view:: ).

 Additionally, for points in a grid format, `splot` can interpolate points
 having a common amplitude (see `set contour` (*note contour:: )) and can then
 connect those new points to display contour lines, either directly with
 straight-line segments or smoothed lines (see `set cntrparams`).  Functions
 are already evaluated in a grid format, determined by `set isosamples`
 (*note isosamples:: ) and  `set samples` (*note samples:: ), while file data
 must either be in a grid format, as described in `data-file`
 (*note data-file:: ), or be used to generate a grid (see `set dgrid3d`
 (*note dgrid3d:: )).

 Contour lines may be displayed either on the surface or projected onto the
 base.  The base projections of the contour lines may be written to a
 file, and then read with `plot`, to take advantage of `plot`'s additional
 formatting capabilities.


File: gnuplot.info, Node: test, Prev: splot, Up: Commands, Next: update

 `test` creates a display of line and point styles and other useful things
 appropriate for the terminal you are using.

 Syntax:
       test


File: gnuplot.info, Node: update, Prev: test, Up: Commands

 This command writes the current values of the fit parameters into the given
 file, formatted as an initial-value file (as described in the `fit`s
 (*note fit:: )ection). This is useful for saving the current values for later
 use or for restarting a converged or stopped fit.

 Syntax:
       update <filename> {<filename>}

 If a second filename is supplied, the updated values are written to this
 file, and the original parameter file is left unmodified.

 Otherwise, if the file already exists, `gnuplot` (*note gnuplot:: ) first
 renames it by appending `.old` and then opens a new file.  That is, "`update
 'fred'`" behaves the same as "`!rename fred fred.old; update 'fred.old'
 'fred'`". [On DOS and other systems that use the twelve-character
 "filename.ext" naming convention, "ext" will be "`old`" and "filename" will be
 related (hopefully recognizably) to the initial name.  Renaming is not done at
 all on VMS systems, since they use file-versioning.]

 Please see `fit` for more information.


File: gnuplot.info, Node: Graphical User Interfaces, Prev: Commands, Up: Top, Next: Bugs

 Several graphical user interfaces have been written for `gnuplot`
 (*note gnuplot:: ) and one for win32 is included in this distribution.  In
 addition, there is a Macintosh interface at
        ftp://ftp.ee.gatech.edu/pub/mac/gnuplot and several X11 interfaces
 include three Tcl/Tk located at the usual Tcl/Tk repositories.



File: gnuplot.info, Node: Bugs, Prev: Graphical User Interfaces, Up: Top, Next: Old_bugs

 Floating point exceptions (floating point number too large/small, divide by
 zero, etc.) may occasionally be generated by user defined functions.  Some of
 the demos in particular may cause numbers to exceed the floating point range.
 Whether the system ignores such exceptions (in which case `gnuplot`
 (*note gnuplot:: ) labels the corresponding point as undefined) or aborts
 `gnuplot` depends on the compiler/runtime environment.

 The bessel functions do not work for complex arguments.

 The gamma function does not work for complex arguments.

 As of `gnuplot` version 3.7, all development has been done using ANSI C.
 With current operating system, compiler, and library releases, the OS
 specific bugs documented in release 3.5, now relegated to `old_bugs`, may
 no longer be relevant.

 Bugs reported since the current release may be located via the official
 distribution site:
        ftp://ftp.dartmouth.edu/pub/gnuplot
       http://www.cs.dartmouth.edu/gnuplot_info.html

 Please e-mail any bugs to bug-gnuplot@dartmouth.edu.

* Menu:

* Old_bugs::


File: gnuplot.info, Node: Old_bugs, Prev: Bugs, Up: Bugs

 There is a bug in the stdio library for old Sun operating systems (SunOS
 Sys4-3.2).  The "%g" format for 'printf' sometimes incorrectly prints numbers
 (e.g., 200000.0 as "2").  Thus, tic mark labels may be incorrect on a Sun4
 version of `gnuplot` (*note gnuplot:: ).  A work-around is to rescale the data
 or use the set format` command to change the tic mark format to "%7.0f" or
 some other appropriate format.  This appears to have been fixed in SunOS 4.0.

 Another bug: On a Sun3 under SunOS 4.0, and on Sun4's under Sys4-3.2 and
 SunOS 4.0, the 'sscanf' routine incorrectly parses "00 12" with the format
 "%f %f" and reads 0 and 0 instead of 0 and 12.  This affects data input.  If
 the data file contains x coordinates that are zero but are specified like
 '00', '000', etc, then you will read the wrong y values.  Check any data
 files or upgrade the SunOS.  It appears to have been fixed in SunOS 4.1.1.

 Suns appear to overflow when calculating exp(-x) for large x, so `gnuplot`
 gets an undefined result.  One work-around is to make a user-defined function
 like e(x) = x<-500 ? 0 : exp(x).  This affects plots of Gaussians (exp(-x*x))
 in particular, since x*x grows quite rapidly.

 Microsoft C 5.1 has a nasty bug associated with the %g format for 'printf'.
 When any of the formats "%.2g", "%.1g", "%.0g", "%.g" are used, 'printf' will
 incorrectly print numbers in the range 1e-4 to 1e-1.  Numbers that should be
 printed in the %e format are incorrectly printed in the %f format, with the
 wrong number of zeros after the decimal point.  To work around this problem,
 use the %e or %f formats explicitly.

 `gnuplot`, when compiled with Microsoft C, did not work correctly on two VGA
 displays that were tested.  The CGA, EGA and VGA drivers should probably be
 rewritten to use the Microsoft C graphics library.  `gnuplot` compiled with
 Borland C++ uses the Turbo C graphics drivers and does work correctly with
 VGA displays.

 VAX/VMS 4.7 C compiler release 2.4 also has a poorly implemented %g format
 for 'printf'.  The numbers are printed numerically correct, but may not be in
 the requested format.  The K&R second edition says that for the %g format, %e
 is used if the exponent is less than -4 or greater than or equal to the
 precision.  The VAX uses %e format if the exponent is less than -1.  The VAX
 appears to take no notice of the precision when deciding whether to use %e or
 %f for numbers less than 1.  To work around this problem, use the %e or %f
 formats explicitly.  From the VAX C 2.4 release notes: e,E,f,F,g,G  Result
 will always contain a decimal  point.  For g and G, trailing zeros will not
 be removed from the result.

 VAX/VMS 5.2 C compiler release 3.0 has a slightly better implemented %g
 format than release 2.4, but not much.  Trailing decimal points are now
 removed, but trailing zeros are still not removed from %g numbers in
 exponential format.

 The two preceding problems are actually in the libraries rather than in the
 compilers.  Thus the problems will occur whether `gnuplot` is built using
 either the DEC compiler or some other one (e.g. the latest gcc).

 ULTRIX X11R3 has a bug that causes the X11 driver to display "every other"
 graph.  The bug seems to be fixed in DEC's release of X11R4 so newer releases
 of ULTRIX don't seem to have the problem.  Solutions for older sites include
 upgrading the X11 libraries (from DEC or direct from MIT) or defining
 ULTRIX_KLUDGE when compiling the x11.trm file.  Note that the kludge is not
 an ideal fix, however.

 The constant HUGE was incorrectly defined in the NeXT OS 2.0 operating
 system.  HUGE should be set to 1e38 in plot.h. This error has been corrected
 in the 2.1 version of NeXT OS.

 Some older models of HP plotters do not have a page eject command 'PG'.  The
 current HPGL driver uses this command in HPGL_reset.  This may need to be
 removed for these plotters.  The current PCL5 driver uses HPGL/2 for text as
 well as graphics.  This should be modified to use scalable PCL fonts.

 On the Atari version, it is not possible to send output directly to the
 printer (using `/dev/lp` as output file), since CRs are added to LFs in
 binary output.  As a work-around, write the output to a file and copy it to
 the printer afterwards using a shell command.

 On AIX 4, the literal 'NaNq' in a datafile causes the special internal value
 'not-a-number' to be stored, rather than setting an internal 'undefined'
 flag.  A workaround is to use `set missing 'NaNq'`.

 There may be an up-to-date list of bugs since the release on the WWW page:
       http://www.cs.dartmouth.edu/gnuplot_info.html

 Please report any bugs to bug-gnuplot@dartmouth.edu.
