russel.arnold
Jul4-10, 08:37 AM
i need to solve the partial differential equation of the type
g(x,y) = del^2(f(x,y)).
where g(x,y) is not periodic. So basically i will be given g(x,y) in the form of a nxn matrix( with discretized values) and my task would be to solve for f(x,y) ( again in matrix form).
Suggest some method please.
I read on the net that spectral methods are used to solve this type of function but they work only if g(x,y) is periodic.
g(x,y) = del^2(f(x,y)).
where g(x,y) is not periodic. So basically i will be given g(x,y) in the form of a nxn matrix( with discretized values) and my task would be to solve for f(x,y) ( again in matrix form).
Suggest some method please.
I read on the net that spectral methods are used to solve this type of function but they work only if g(x,y) is periodic.