>
>
> > I tried to implement the static heat equation in cylindrical coordinates 
> on a 
> > 2d-plane, while being radially symmetric at x = 0. That leads me to the 
> > following weak formulation of the problem (while neglecting the factor 
> 2\pi): 
> > 
> > \int\limits_0^R \nabla U\nabla\phi r dr dz = \int\limits_0^R f\phi r dr 
> dz 
> > 
> > Compared to the cartesian version 
> > 
> > \int\limits_0^Y \nabla U\nabla\phi dx dy = \int\limits_0^Y f\phi dx dy 
> > 
> > the onliest difference is the factor r in the equation. 
>
In case you are trying to solve the problem in cylindrical coordinates, you 
also have to take into account
that the laplacian looks different with respect to these coordinates.

Best,
Daniel

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