/* autogenerated from "macros/Linear/TCLSS_f.sci" */ function TCLSS_f() { TCLSS_f.prototype.define = function TCLSS_f() { x0 = 0; A = 0; B = 1; C = 1; D = 0; in1 = 1; nx = size(x0,"*"); out = 1; model = scicos_model(); model.sim = list("tcslti",1); model.in1 = [[in1],[nx]]; model.out = out; model.evtin = 1; model.state = x0; model.rpar = [[A.slice()],[B.slice()],[C.slice()],[D.slice()]]; model.blocktype = "c"; model.dep_ut = [false,true]; exprs = [[strcat(sci2exp(A))],[strcat(sci2exp(B))],[strcat(sci2exp(C))],[strcat(sci2exp(D))],[strcat(sci2exp(x0))]]; gr_i = []; this.x = standard_define([3,2],model,exprs,gr_i); } TCLSS_f.prototype.details = function TCLSS_f() { return this.x; } TCLSS_f.prototype.get = function TCLSS_f() { } TCLSS_f.prototype.set = function TCLSS_f() { this.x = arg1; graphics = arg1.graphics; exprs = graphics.exprs; model = arg1.model; if (size(exprs,"*")==7) { exprs = exprs[[1:4,7]-1]; } while (true) { [ok,A,B,C,D,x0,exprs] = scicos_getvalue("Set continuous linear system parameters",[["A matrix"],["B matrix"],["C matrix"],["D matrix"],["Initial state"]],list("mat",[-1,-1],"mat",["size(%1,2)","-1"],"mat",["-1","size(%1,2)"],"mat",[-1,-1],"vec","size(%1,2)"),exprs); if (!ok) { break; } out = size(C,1); if (out==0) { out = []; } in1 = size(B,2); if (in1==0) { in1 = []; } [ms,ns] = size(A); if (ms!=ns) { message("A matrix must be square"); } else { [model,graphics,ok] = check_io(model,graphics,[[in1],[ms]],out,1,[]); if (ok) { graphics.exprs = exprs; rpar = [[A.slice()],[B.slice()],[C.slice()],[D.slice()]]; if (D!=[]) { if (norm(D,1)!=0) { mmm = [true,true]; } else { mmm = [false,true]; } if (or(model.dep_ut!=mmm)) { model.dep_ut = mmm; } } else { model.dep_ut = [false,true]; } model.state = x0.slice(); model.rpar = rpar; if (D!=[]) { model.sim = list("tcslti",1); } else { model.sim = list("tcsltj",1); } this.x.graphics = graphics; this.x.model = model; break; } } } } }