All,
First, thanks for developing and supporting FiPy. I am just starting to
learn to use it with the hopes that it will become my standard tool for
solving PDEs.
I've hit a bottle-neck in setting up my problem and cannot piece it all
together from the examples and FAQs.
I'm working on solving (building up to more complex, two-fluid plasma
equations):
[image: \frac{\partial}{\partial t}n + \frac{\partial}{\partial
x}\left(nv\right)=S_n]
[image: \frac{\partial}{\partial
t}\left(mnv\right)+\frac{\partial}{\partial x}\left(mnv^2+P\right)=S_m]
I've tried splitting up the derivatives, as suggested in the FAQs, and
including them as source terms. But cannot figure out how to properly do
this. E.g., including a variable that I am solving for as the coefficient
to a convection term. I can provide clarification as needed.
Thanks
~Dan Brunner
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