Dear all:
I am solving a nonlinear PDE on a Triangulation T_1.
I know the analytical representation of a scalar function of two variables (no space co-ordinates, but two invariants of a quantity)
and my goal is to find a discretized version of the analytical function (on a second, two-dimensional triangulation T_2).
The nodal values of T_2 should be the exact values corresponding to the analytical solution.
As for the values between the nodes, I want to start with a bilinear interpolation.
The coupling to my original PDE works as follows:
For each quadrature point defined on T_1, I compute the two input variables of the above function based on my solution vector, find the corresponding cell of T_2 and want to retrieve the interpolated nodal values.
My idea is to use the function
VectorTools::interpolate ,
but I do not know a suitable Function object to hand over.
Is this an appropriate approach at all?
Thank you,
Simon
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