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path: root/js/NonLinear/DLRADAPT_f.js
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/* autogenerated from "macros/NonLinear/DLRADAPT_f.sci" */
function DLRADAPT_f() {
DLRADAPT_f.prototype.get = function DLRADAPT_f() {
}
DLRADAPT_f.prototype.set = function DLRADAPT_f() {
x=arg1;
graphics=arg1.graphics;
exprs=graphics.exprs;
model=arg1.model;
while (true) {
[ok,p,rn,rd,g,last_u,last_y,exprs]=scicos_getvalue("Set block parameters",["Vector of p mesh points","Numerator roots (one line for each mesh)","Denominator roots (one line for each mesh)","Vector of gain at mesh points","past inputs (Num degree values)","past outputs (Den degree values)"],list("vec",-1,"mat",[-1,-1],"mat",["size(%1,\'*\')","-1"],"vec","size(%1,\'*\')","vec","size(%2,2)","vec","size(%3,2)"),exprs);
if (!ok) {
break
}
m=size(rn,2);
[npt,n]=size(rd);
if (m>=n) {
message("Transfer must be strictly proper");
} else if (size(rn,1)!=0&&size(rn,1)!=size(p,"*")) {
message("Numerator roots matrix row size\'s is incorrect");
} else {
rpar=[p.slice(),real(rn.slice()),imag(rn.slice()),real(rd.slice()),imag(rd.slice()),g.slice()];
ipar=[m,n,npt];
model.dstate=[last_u.slice(),last_y.slice()];
model.rpar=rpar;
model.ipar=ipar;
graphics.exprs=exprs;
x.graphics=graphics;
x.model=model;
break
}
}
}
DLRADAPT_f.prototype.define = function DLRADAPT_f() {
p=[0,1];
rn=[];
rd=[math.complex("0.2+0.8i"),math.complex("0.2-0.8i"),math.complex("0.3+0.7i"),math.complex("0.3-0.7i")];
g=[1,1];
last_u=[];
last_y=[0,0];
model=scicos_model();
model.sim="dlradp";
model.in=[1,1];
model.out=1;
model.evtin=1;
model.dstate=[last_u,last_y];
model.rpar=[p.slice(),real(rn.slice()),imag(rn.slice()),real(rd.slice()),imag(rd.slice()),g.slice()];
model.ipar=[0,2,2];
model.blocktype="d";
model.firing=[];
model.dep_ut=[true,None];
exprs=[sci2exp(p),sci2exp(rn),sci2exp(rd,0),sci2exp(g),sci2exp(last_u),sci2exp(last_y)];
gr_i=[];
x=standard_define([2,2],model,exprs,gr_i);
}
DLRADAPT_f.prototype.details = function DLRADAPT_f() {
}
}