Re: 3D periodic boundary condition

2014-01-29 Thread Daniel Wheeler
On Tue, Jan 28, 2014 at 8:57 PM, sunghyun Kim wrote: > thank you so much! It's been merged to the "develop" branch now. So use $ git clone git://code.matforge.org/nist/fipy.git $ cd fipy $ git checkout develop -- Daniel Wheeler ___

Re: 3D periodic boundary condition

2014-01-28 Thread sunghyun Kim
28, 2014 at 11:01 AM, Daniel Wheeler > wrote: > > On Mon, Jan 27, 2014 at 3:24 AM, sunghyun Kim > wrote: > >> Hi. > >> I have found "PeriodicGrid1D" or "PeriodicGrid2D" meshes. > >> However, it seems there is no way to use 3D periodic bou

Re: 3D periodic boundary condition

2014-01-28 Thread Daniel Wheeler
On Tue, Jan 28, 2014 at 11:01 AM, Daniel Wheeler wrote: > On Mon, Jan 27, 2014 at 3:24 AM, sunghyun Kim wrote: >> Hi. >> I have found "PeriodicGrid1D" or "PeriodicGrid2D" meshes. >> However, it seems there is no way to use 3D periodic boundary condition

Re: 3D periodic boundary condition

2014-01-28 Thread Daniel Wheeler
On Mon, Jan 27, 2014 at 3:24 AM, sunghyun Kim wrote: > Hi. > I have found "PeriodicGrid1D" or "PeriodicGrid2D" meshes. > However, it seems there is no way to use 3D periodic boundary condition in > fipy. > Is there any way to solve Poisson equation in 3D perio

3D periodic boundary condition

2014-01-27 Thread sunghyun Kim
Hi. I have found "PeriodicGrid1D" or "PeriodicGrid2D" meshes. However, it seems there is no way to use 3D periodic boundary condition in fipy. Is there any way to solve Poisson equation in 3D periodic mesh? Thanks for any comments. --- Sunghyun Kim Ph.D. Candidate Theoreti