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/* autogenerated from "macros/NonLinear/INTRP2BLK_f.sci" */
function INTRP2BLK_f() {
INTRP2BLK_f.prototype.define = function INTRP2BLK_f() {
a = [[0],[1]];
b = [[0],[1]];
c = [[0,1],[1,2]];
model = scicos_model();
model.sim = list("intrp2",1);
model.in1 = [[1],[1]];
model.out = 1;
model.rpar = [[a],[b],[c.slice()]];
model.ipar = [[2],[2]];
model.blocktype = "c";
model.dep_ut = [true,false];
exprs = [[strcat(sci2exp(a))],[strcat(sci2exp(b))],[strcat(sci2exp(c,0))]];
gr_i = [];
x = standard_define([3,2],model,exprs,gr_i);
}
INTRP2BLK_f.prototype.details = function INTRP2BLK_f() {
}
INTRP2BLK_f.prototype.get = function INTRP2BLK_f() {
}
INTRP2BLK_f.prototype.set = function INTRP2BLK_f() {
x = arg1;
graphics = arg1.graphics;
exprs = graphics.exprs;
model = arg1.model;
while (true) {
[ok,a,b,c,exprs] = scicos_getvalue("Set Interpolation block parameters",[["X coord."],["Y coord."],["Z values"]],list("vec",-1,"vec",-1,"mat",[-1,-1]),exprs);
if (!ok) {
break;
}
if (size(a,"*")!=size(c,"c")||size(b,"*")!=size(c,"r")) {
message("incompatible dimension");
} else if (min(a.slice(2-1,$)-a.slice(1-1,$-1))<=0||min(b.slice(2-1,$)-b.slice(1-1,$-1))<=0) {
message("X and Y must be strictly increasing");
} else {
if (ok) {
graphics.exprs = exprs;
model.rpar = [[a.slice()],[b.slice()],[c.slice()]];
model.ipar = [[size(a,"*")],[size(b,"*")]];
x.graphics = graphics;
x.model = model;
break;
}
}
}
}
}
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