Dear Stephane,

thank you so much for your help and patience. I will certainly increase the
time step. It is a very good solution even with the memory leak since i do
not need to go foward in time so much (no more than 13 days, which are only
936 iterations with dt=1200).

By the way, and i understand it is not the place to ask these, and that you
might be very busy to answer, the stability condition that you mention and
the residual of the conjugate gradient is due to the problem i am trying to
solve or is inherent to the PDE solver you have implemented?, and if it is
problem dependent, could you hint me on how did  you evaluate the residual
and the stability?. And finally, i am trying to make my way into all this
world of FEM problems and solvers, but i still have a notion that i might be
resorted to implement my own very specific FEM code, any good book you would
recommend to learn FEM methods and implementations?

Please, as i said i understand this might be not the place to ask these
things but i have felt that  people in these list read the e-mails and
answer when they can. So please, consider this a question to the people in
the list.

Thank you very much from a newbie.

2006/12/20, Stephane Del Pino <[EMAIL PROTECTED]>:

Dear Emilio,

With the POV data you sent, it seems that there is a small memory leak...
I will investigate and let you know.

However I think you should use a bigger time-step: the scheme is
unconditionaly stable and here, the initial conjugate gradient residu is
about 10^(-12)...

I think using the timestep dt=1200 would be better. Anymore, this would
require only 500 iterations to converge...

Best regards,
Stephane.


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Dr. Emilio Melero García
Laboratorio de Estudios Cristalográficos, IACT
Instituto de parasitología Lopez Neyra,
P.T. Ciencias de la Salud, E-18100 Armilla,
Granada, España

Correo elec. :emilio_arroba_lec_._csic_._es
Tfno: 958181621, lab 107
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