How can I use pdepe to solve a PDE with an integral boundary condition?
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I would like to solve a PDE of the form
du(x,t)/dt = - du/dx - u
with the boundary condition
u(0,t) = int(u(x,t),x0,xf).
Since the usual @bcfun does not have argument u, is this boundary condition possible? If so, how would I formulate it?
Thanks in advance for any help.
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Answers (2)
Youssef Khmou
on 27 Sep 2013
why not solve, first, for u(0,t) for known x0 and xf, using integral or quad or trapz next follow the routine ?
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