Function main

snopt-interface/cppexamples/sntoya.cpp:79–224

}

int main(int argc, char **argv) {
  snoptProblemA ToyProb;

  // Allocate and initialize;
  int n     =  2;
  int neF   =  3;

  int nS = 0, nInf;
  double sInf;

  double *x      = new double[n];
  double *xlow   = new double[n];
  double *xupp   = new double[n];
  double *xmul   = new double[n];
  int    *xstate = new    int[n];

  double *F      = new double[neF];
  double *Flow   = new double[neF];
  double *Fupp   = new double[neF];
  double *Fmul   = new double[neF];
  int    *Fstate = new int[neF];

  int    ObjRow  = 0;
  double ObjAdd  = 0;

  int Cold = 0, Basis = 1, Warm = 2;


  // Set the upper and lower bounds.
  xlow[0]   =  0.0;  xlow[1]   = -1e20;
  xupp[0]   = 1e20;  xupp[1]   =  1e20;
  xstate[0] =    0;  xstate[1] =  0;

  Flow[0] = -1e20; Flow[1] = -1e20; Flow[2] = -1e20;
  Fupp[0] =  1e20; Fupp[1] =   4.0; Fupp[2] =  5.0;
  Fmul[0] =   0;   Fmul[0] =   0;   Fmul[0] =    0;
  x[0]    = 1.0;
  x[1]    = 1.0;

  // Load the data for ToyProb ...
  ToyProb.initialize    ("", 1);      // no print file; summary on
  ToyProb.setPrintFile  ("Toy0.out"); // oh wait, i want a print file
  ToyProb.setProbName   ("Toy0");

  // snopta will compute the Jacobian by finite-differences.
  // snJac will be called  to define the
  // coordinate arrays (iAfun,jAvar,A) and (iGfun, jGvar).
  ToyProb.setIntParameter("Derivative option", 0);
  ToyProb.setIntParameter("Verify level ", 3);

  // Solve the problem.
  // snJac is called implicitly in this case to compute the Jacobian.
  ToyProb.solve(Cold, neF, n, ObjAdd, ObjRow, toyusrf,
		xlow, xupp, Flow, Fupp,
		x, xstate, xmul, F, Fstate, Fmul,
		nS, nInf, sInf);