Fonction d'interfaçage
fr

##
Inductor

### Contenu du fichier

    function [x,y,typ]=Inductor(job,arg1,arg2)
    // Copyright INRIA
    x=[];y=[];typ=[];
    select job
      case 'plot' then
      L=arg1.graphics.exprs;
      standard_draw(arg1,%f)
    case 'getinputs' then
      [x,y,typ]=standard_inputs(arg1)
    case 'getoutputs' then
      [x,y,typ]=standard_outputs(arg1)
    case 'getorigin' then
      [x,y]=standard_origin(arg1)
    case 'set' then
      x=arg1;
      graphics=arg1.graphics;exprs=graphics.exprs
      model=arg1.model;
      while %t do
        [ok,L,exprs]=getvalue('Set Inductor block parameter',..
        			   'L (H)',list('vec',1),exprs)
        if ~ok then break,end
        model.rpar=L
        model.equations.parameters(2)=list(L)
        graphics.exprs=exprs
        x.graphics=graphics;x.model=model
        break
      end
    case 'define' then
      model=scicos_model()
      model.in=[1];
      model.out=[1];
      L=1.d-5
      model.rpar=L
      model.sim='Inductor'
      model.blocktype='c'
      model.dep_ut=[%t %f]
      mo=modelica();
      mo.model='Inductor'
      mo.inputs='p';
      mo.outputs='n';
      mo.parameters=list('L',list(L))
      model.equations=mo;
      exprs=string(L)

      gr_i=['tt=linspace(0.04,0.96,100)'';'
    	'xpoly(tt*sz(1)+orig(1),+orig(2)+abs(sin(18*(tt-0.04)))*sz(2),""lines"");';
    	'xx=orig(1)+[0 0.04 0.04 0.04 0]*sz(1);';
    	'yy=orig(2)+[1/2 1/2 0  1/2 1/2]*sz(2);';
    	'xpoly(xx,yy) ';
    	'xx=orig(1)+[0.96 0.96 1   0.96 0.96 ]*sz(1);';
    	'yy=orig(2)+[abs(sin(18*0.92))   1/2   1/2 1/2 abs(sin(18*0.92))]*sz(2);';
    	'xpoly(xx,yy) ';
    	'rect=xstringl(0,0,''L=''+L)'
    	'xstring(orig(1)+(sz(1)-rect(3))/2,orig(2)-rect(4)*1.2,''L=''+L)' ]

      x=standard_define([2 0.9],model,exprs,list(gr_i,0))
      x.graphics.in_implicit=['I']
      x.graphics.out_implicit=['I']
    end
    endfunction