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