[Dune] question about JacobianInverseTransposed

[Martin Nolte]

Hi Aleksejs,

could you please keep discussion on the mailing list?

Thanks,

Martin

On 08/04/2014 10:04 AM, Aleksejs Fomins wrote:
> Hey, thanks :)
>
> I will take a look at AffineGeometry. However, I think I will have to
> use MultilinearGeometry as a base for my CurvilinearGeometry because
> that is how we agreed with Prof. Bastian
>
> On 08/04/2014 09:59 AM, Martin Nolte wrote:
>> PS: Maybe the AffineGeometry is a better place to learn the
>> implementation of a DUNE geometry, because it is slimmer. The
>> MultiLinearGeometry is a quite complex construct with a few tweaks to
>> gain performance. Some of them might not even be necessary with recent
>> compilers. For example, some of the integral_constant magic could be
>> removed if we rely on constant propagation. However, this would rely on
>> people recognizing this opportunity and not "improving" it without thought.
>>
>> Best,
>>
>> Martin
>>
>> On 08/04/2014 09:48 AM, Aleksejs Fomins wrote:
>>> Dear Dune,
>>>
>>> I would be happy if someone could explain me the initializer of the
>>> MultilinearGeometry:
>>>
>>>
>>> ---------------------------------------------------------------
>>>
>>>     typedef FieldMatrix< ctype, coorddimension, mydimension > Base;
>>>
>>>      public:
>>>        void setup ( const JacobianTransposed &jt )
>>>        {
>>>          detInv_ = MatrixHelper::template rightInvA< mydimension,
>>> coorddimension >( jt, static_cast< Base & >( *this ) );
>>>        }
>>>
>>> ---------------------------------------------------------------
>>>
>>> Namely, I am not sure what does "static_cast< Base & >( *this )" do, and
>>> thus where the inverse of jt is stored?
>>>
>>> Thank you,
>>> Aleksejs
>>>
>>>
>>>
>>> _______________________________________________
>>> Dune mailing list
>>> Dune at dune-project.org
>>> http://lists.dune-project.org/mailman/listinfo/dune
>>>
>>
>

-- 
Dr. Martin Nolte <nolte at mathematik.uni-freiburg.de>

Universität Freiburg                                   phone: +49-761-203-5630
Abteilung für angewandte Mathematik                    fax:   +49-761-203-5632
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