Vtkwritesol_Op(const basicAC_F0 & args) : what(0), nbfloat(0)
{
evct=0;
evct2=0;
int nbofsol;
int ddim=2;
//There's no named parameter
args.SetNameParam();
if(args.size()!=3)
{
CompileError("Vtkwritesol accepts only 4 parameters");
}
if (BCastTo<VtkWriter *>(args[0])) edx = CastTo<VtkWriter *>(args[0]);
if (BCastTo<string *>(args[1])) ename = CastTo<string *>(args[1]);
if ( args[2].left()==atype<double>() )
{
what=1;
nbfloat=1;
evct=to<double>( args[2] );
}
else if ( args[2].left()==atype<double *>() )
{
what=1;
nbfloat=1;
evct=to<double>( args[2] );
}
else if ( BCastTo<pfer>(args[2]) )
{
what=1;
nbfloat=1;
evct=to<double>( args[2] );
}
else if ( args[2].left()==atype<E_Array>() )
{
std::cout << "Until now only scalar solution" << std::endl;
int i=2;
const E_Array * a0 = dynamic_cast<const E_Array *>( args[i].LeftValue() );
if( a0->size() == ddim){
// vector solution
what=2;
nbfloat=a0->size();
evct = to<double>( (*a0)[0]);
evct2 = to<double>( (*a0)[1]);
}
cout << "Passed Until now only scalar solution" << std::endl;
}
else
{
CompileError("savesol in 2D: Sorry no way to save this kind of data");
}
}
E_newoa(const basicAC_F0 & args,int cc) :
cas(cc)
{
int nbj= args.size()-1;
Block::open(currentblock); // make a new block to
X = to<Kn*>(args[nbj]);
C_F0 X_n(args[nbj],"n");
// the expression to init the theparam of all
inittheparam = currentblock->NewVar<LocalVariable>("the parameter",atype<KN<R> *>(),X_n);
theparam = currentblock->Find("the parameter"); // the expression for the parameter
args.SetNameParam(n_name_param,name_param,nargs);
const Polymorphic * opJ=0;
if (nbj>0)
{
opJ= dynamic_cast<const Polymorphic *>(args[0].LeftValue());
assert(opJ);
}
JJ= to<R>(C_F0(opJ,"(",theparam));
closetheparam=currentblock->close(currentblock); // the cleanning block expression
}
E_LCG(const basicAC_F0 & args,int cc) :
cas(cc)
{
int nbj= args.size()-1;
Block::open(currentblock); // make a new block to
X = to<Kn*>(args[nbj]);
C_F0 X_n(args[nbj],"n");
// the expression to init the theparam of all
inittheparam = currentblock->NewVar<LocalVariable>("the parameter",atype<KN<R> *>(),X_n);
theparam = currentblock->Find("the parameter"); // the expression for the parameter
args.SetNameParam(n_name_param,name_param,nargs);
const Polymorphic * opJ=0;
const Polymorphic * opdJ=0;
const Polymorphic * ophJ=0;
if (nbj>0)
{ opJ= dynamic_cast<const Polymorphic *>(args[0].LeftValue());
assert(opJ); }
if (nbj>1)
{ opdJ= dynamic_cast<const Polymorphic *>(args[1].LeftValue());
assert(opdJ); }
if (nbj>2)
{ ophJ= dynamic_cast<const Polymorphic *>(args[2].LeftValue());
assert(ophJ); }
J=dJ=hJ=0;
J= to<R>(C_F0(opJ,"(",theparam));
if(opdJ)
dJ= to<Kn_>(C_F0(opdJ,"(",theparam));// mai2009 (bug????) Modif FH 17102005 (a verifier) to<Kn*> ->to<Kn>
if(ophJ)
hJ= to< Matrice_Creuse<R> *>(C_F0(ophJ,"(",theparam));
closetheparam=C_F0((Expression) Block::snewclose(currentblock),atype<void>()) ; // the cleanning block expression
/*
if (nargs[2])
{ const Polymorphic * op= dynamic_cast<const Polymorphic *>(nargs[2]);
assert(op);
C = op->Find("(",ArrayOfaType(atype<Kn* >(),false)); }
else C =0; */
}
yams_Op (const basicAC_F0 &args): sol(args.size() - 1) {
cout << "yams" << endl;
args.SetNameParam(n_name_param, name_param, nargs);
eTh = to<pmesh3>(args[0]);
dim = 3;
nbsol = args.size() - 1;
if (nbsol > 1) {
CompileError(" yams accept only one solution ");
}
int ksol = 0;
if (nbsol == 1) {
int i = 1;
if (args[i].left() == atype<E_Array>()) {
const E_Array *a = dynamic_cast<const E_Array *>(args[i].LeftValue());
ffassert(a);
ksol += a->size();
} else {
ksol++;
}
sol.resize(ksol);
// type :: 1 sca, 2 vector, 3 symtensor
ksol = 0;
nbsolsize = 0;
type = 0;
if (args[i].left() == atype<E_Array>()) {
const E_Array *a = dynamic_cast<const E_Array *>(args[i].LeftValue());
ffassert(a);
int N = a->size();
nbsolsize = nbsolsize + N;
switch (N) {
/*
* case 3 :
* type[i-1]=2;
* for (int j=0;j<N;j++)
* sol[ksol++]=to<double>((*a)[j]);
* break;
*/
case 6:
type = 3;
for (int j = 0; j < N; j++) {
sol[ksol++] = to<double>((*a)[j]);
}
break;
default:
CompileError(" 3D solution for yams is a scalar (1 comp) or a symetric tensor (6 comp)");
break;
}
} else {
type = 1;
nbsolsize = nbsolsize + 1;
sol[ksol++] = to<double>(args[i]);
}
if (nargs[2]) {
CompileError(" we give two metric for yams ");
}
}
}
