/* autogenerated from "macros/Misc/DIFF_f.sci" */ function DIFF_f() { DIFF_f.prototype.define = function DIFF_f() { this.x0 = [[0],[0]]; this.model = scicos_model(); this.model.sim = list(new ScilabString(["diffblk"]), new ScilabDouble([10001])); this.model.in = new ScilabDouble([1]); this.model.out = new ScilabDouble([1]); this.model.state = new ScilabDouble(this.x0); this.model.blocktype = new ScilabString(["c"]); this.model.dep_ut = new ScilabBoolean([false,true]); var exprs = [[strcat(sci2exp(this.x0[1-1]))],[strcat(sci2exp(this.x0[2-1]))]]; var gr_i = new ScilabString(["xstringb(orig(1),orig(2),\"DIFF_f\",sz(1),sz(2));"]); this.x = new standard_define(new ScilabDouble([2,2]),this.model,new ScilabDouble(exprs),gr_i); return new BasicBlock(this.x); } DIFF_f.prototype.details = function DIFF_f() { return this.x; } DIFF_f.prototype.get = function DIFF_f() { var exprs = this.graphics.exprs; this.set_param_popup_title = "Set continuous linear system parameters"; var options = { x0:["Initial state",this.x0.toString().replace(/,/g," ")], xd0:["Initial Derivative",this.xd0], } return options; } DIFF_f.prototype.set = function DIFF_f() { var exprs = this.graphics.exprs; while (true) { var ok = true; this.x0 = inverse(arguments[0]["x0"]); this.xd0 = arguments[0]["xd0"]; var exprs = [arguments[0]["x0"], arguments[0]["xd0"]]; if (!ok) { break; } this.graphics.exprs = new ScilabDouble([exprs]); this.model.state = new ScilabDouble([this.x0.slice()],[this.xd0.slice()]); this.x.graphics = this.graphics; this.x.model = this.model; break; } this.x.model.firing = []; return new BasicBlock(this.x); } DIFF_f.prototype.get_popup_title = function DIFF_f() { return this.set_param_popup_title; } }