'rgbcm'[sweep % 5]+['-','-.',':','--'][(sweep/5)%4],
label = 'sweep %d' % (sweep+1))
# plot the theoretical solution
pl.plot([-L/2,0.,0.,L/2],
[0.,Ps/K1*L/2,Ps/K1*L/2+Ps/hc,Ps/K1*L/2+Ps/hc+Ps/K1*L/2],
'k
Dear FiPy users and developers,
could you help me with how to implement a thermal contact, hc
[W/(m^2.K)], between two regions : so there is like a discontinuity in
the temperature between the two regions.
In some cases I could implement it as a thin layer, dx [m], with a given
thermal diffusion
Thank you very much !
This indeed resolved the issues.
Kind regards,
Frederic
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In a simple 2D heat conduction problem I try to impose a power flux on
part of the outer boundary and a fixed temperature on the remaining
part.
However the resulting temperature distribution is not what I expect and
furthermore depends on how the problem geometry is rotated (alphadeg : I
did this