? soln of DE with like geometry

Hi:

Given a PDE in a circular domain, say, a Poisson eqn with

constant bc and a distributed source term in a circular domain.

Now we keep everything the same but change the circular domain

to another shape, say, an ellipse. How alike the solns for the two

problems? Or how does one estimate soluntion from one problem

to another? Are there already systematic study on this kind of problem?

Thanks,
by Cheng Cosine
Dec/19/2k6 NC


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Relevant Pages

  • ? soln of DE with like geometry
    ... Given a PDE in a circular domain, say, a Poisson eqn with ... constant bc and a distributed source term in a circular domain. ...
    (sci.math)
  • ? soln of DE with like geometry
    ... Given a PDE in a circular domain, say, a Poisson eqn with ... constant bc and a distributed source term in a circular domain. ...
    (sci.math)
  • Re: ? soln of DE with like geometry
    ... Cheng Cosine wrote: ... Given a PDE in a circular domain, say, a Poisson eqn with ... constant bc and a distributed source term in a circular domain. ...
    (sci.math)
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