Re: ? soln of DE with like geometry


"Robert Israel" <israel@xxxxxxxxxxx> wrote in message
news:enff1g$6oc$1@xxxxxxxxxxxxxxxxxxxxxxxxx
In article <459b37d3$0$8914$4c368faf@xxxxxxxxxxxxxx>,
Cheng Cosine <acosine@xxxxxxxxxx> wrote:
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?

...
Why are you reposting the exact same question you asked December
19 (including even the misspelling "soluntion")? Didn't you
like the answer I posted then?


Sorry about that. I did not see my post went through. I asked my

system provider and they told me they are upgrading their server.

So I never see any of my previous post or responses showed up.

Where can I find previous responses?

Thanks,
by Cheng Cosine
Jan/03/2k7 NC


.

Relevant Pages

  • Re: ? soln of DE with like geometry
    ... Cheng Cosine wrote: ... constant bc and a distributed source term in a circular domain. ... Are there already systematic study on this kind ... So I never see any of my previous post or responses showed up. ...
    (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)