Hi,
First thanks to FiPy community for such a practical tool. I'm a newbie
in FiPy and try to solve a problem based on source term.
My equation is a 2D diffusion equation which has a source term as a
function depends on x,y cordinates and time t
\frac{ \partial c( \vec{x},t)}{\partial t} =
D_{c}\bigtriangledown ^{2} c( \vec{x},t)} - f_{c}( \vec{x},t)
I am googleing about 3 days found some clues [1] but they could'nt
solve my problem. My code is working with a constant source term but I
still couldn't find how can I represent it as a function depends on
x,y and t.
I'm trying to get my source term values from a mock up matrix for sake
of simplicity. I'll be appriciate for any ideas/solutions. My code can
be seen at http://pastie.org/6605575
Thanks,
Serbulent
[1]
http://bb10.com/python-fipy/2012-12/msg00016.html
http://osdir.com/ml/python.fipy/2007-10/msg00009.html
http://bb10.com/python-fipy/2011-05/msg00030.html
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