public IBVPFDM(IIBVPImp source, Range <double> Xrange, Range <double> Trange, int JSteps, int NSteps)
{
xaxis = new Range <double>(Xrange);
taxis = new Range <double>(Trange);
pde = source;
initMesh(JSteps, NSteps);
initIC();
}
public IBVPFDM(Range <double> Xrange, Range <double> Trange)
{
xaxis = new Range <double>(Xrange);
taxis = new Range <double>(Trange);
pde = null;
initMesh(10, 10);
initIC();
}
private Vector <double> F; // Right-hand side of matrix
public ImplicitEulerIBVP(IIBVPImp source, Range <double> Xrange, Range <double> Trange, int NSteps, int JSteps)
: base(source, Xrange, Trange, NSteps, JSteps)
{
// !!! number of unknowns is J - 1 (Dirichlet)
A = new Vector <double>(J - 1, 1);
B = new Vector <double>(J - 1, 1);
C = new Vector <double>(J - 1, 1);
F = new Vector <double>(J - 1, 1);
}
public ADE(IIBVPImp myPDE, Range <double> Xrange, Range <double> Trange, int JSteps, int NSteps)
: base(myPDE, Xrange, Trange, JSteps, NSteps)
{
// Two sweeps U and V will get the initial conditions
U = new Vector <double>(vecOld);
V = new Vector <double>(vecOld);
UOld = new Vector <double>(U);
VOld = new Vector <double>(V);
alpha = new Vector <double>(U);
beta = new Vector <double>(U);
gamma = new Vector <double>(U);
rhs = new Vector <double>(U);
}
private double A, B, C; // Coefficients in FD scheme
public ExplicitEulerIBVP(IIBVPImp source, Range <double> Xrange, Range <double> Trange, int NSteps, int JSteps)
: base(source, Xrange, Trange, NSteps, JSteps)
{
}
public IBVP(IIBVPImp imp, Range <double> Xrange, Range <double> Trange)
{
this.imp = imp;
xaxis = new Range <double>(Xrange);
taxis = new Range <double>(Trange);
}