Hey all, I dont quite get the essence of this package. Looking through the examples I found for a 2d poisson type problem:
Example problem with solution: ``u(x,y)= sin(2π.*x).*cos(2π.*y)/(8π*π)``" function poissonProblemExample_wave() f(x) = sin(2π.*x[:,1]).*cos(2π.*x[:,2]) sol(x) = sin(2π.*x[:,1]).*cos(2π.*x[:,2])/(8π*π) Du(x) = [cos(2*pi.*x[:,1 ]).*cos(2*pi.*x[:,2])./(4*pi) -sin(2π.*x[:,1]).*sin(2π.*x[:,2])./(4π)] return(PoissonProblem(f,sol,Du)) end prob = poissonProblemExample_wave() Now: Why do I need to specify the solution to the solver??? Isn't that what I'm looking for. Also to me it seems that I can not specify an arbitrary differential equation. Can I only solve heat/poisson type equations or can I specify my own?
