Garth N. Wells wrote:
>
>
> Jed Brown wrote:
>> On 11 Mar 2008, [EMAIL PROTECTED] wrote:
>>
>>> After diving into some non-linear elasticity, I've suddenly the need to
>>> do u^k, that is u to the power k, where u is some Function and k is 
>>> an arbitrary natural number.
>>
>> I actually need this when k is not an integer which means that it cannot
>> be done exactly, even with enough quadrature points.  For the case when
>> k is an integer greater than 2, it is likely not desirable to perform
>> the integration exactly because it entails too many quadrature points
>> (perhaps for k=2 as well) so my understanding is that you must make a
>> separate form to computes the nonlinear part.
>>
>
> The best way to do this will be to use quadrature. With the quadrature 
> option you can specify the number of integration points you want to 
> use.  Also, you'll can generate a correct linearisation. Kristian is 
> currently working on some optimisations of quadrature code, after 
> which we will add some illustrative demos.
>

Ok. Excellent!

-- 
Marie E. Rognes
Ph.D Fellow, 
Centre of Mathematics for Applications, 
University of Oslo
http://folk.uio.no/meg

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