On 05/09/2013 04:21 PM, Peter Zajac wrote:
>
> On Thu, May 9, 2013 at 11:29 AM, David Knezevic
> mailto:[email protected]>> wrote:
>
> On 05/09/2013 02:22 PM, PETER ZAJAC wrote:
>
> David,
>
> I was worried about the volume element for integration. If I
> use
On Thu, May 9, 2013 at 11:29 AM, David Knezevic
wrote:
> On 05/09/2013 02:22 PM, PETER ZAJAC wrote:
>
>> David,
>>
>> I was worried about the volume element for integration. If I use
>> explicit transformations of coordinates to spherical how would I make sure
>> that the volume element for inte
On 05/09/2013 02:22 PM, PETER ZAJAC wrote:
> David,
>
> I was worried about the volume element for integration. If I use explicit
> transformations of coordinates to spherical how would I make sure that the
> volume element for integration changes accordingly.
Cartesian -> spherical is just a
David,
I was worried about the volume element for integration. If I use explicit
transformations of coordinates to spherical how would I make sure that the
volume element for integration changes accordingly.
Paul,
I am not sure i ll be the best person for the job. With all my honesty (and
On Thu, 9 May 2013, Paul T. Bauman wrote:
> What David said is correct (and how I currently deal with cylindrical
> coordinates). Nevertheless, while there are no formal plans, I've thought
> it would be nice to try and deal with alternative (to Cartesian) coordinate
> systems at the libMesh leve
What David said is correct (and how I currently deal with cylindrical
coordinates). Nevertheless, while there are no formal plans, I've thought
it would be nice to try and deal with alternative (to Cartesian) coordinate
systems at the libMesh level. E.g. JxW comes premultiplied by r,
curl/Laplacian
I'm not sure I understand what you're getting at, but if you write the
PDE in terms of (r,theta,phi), then you can just use libmesh in the
standard way. You'll presumably get sin's, cos's and 1/r terms in the
weak form, but that's no problem...
On 05/09/2013 01:43 PM, Peter Zajac wrote:
> Dea
Dear All,
Is treatment in spherical coordinates an option in Libmesh?
If not is there a plan to implement it in the near future?
Thank you in advance
PZ
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