Numerical simulation by symbolic computation femLego is a set of Maple procedures and fortran subroutines that can be used to build complete fortran simulation codes for partial differential equations, with the entire problem definition done in Maple. It is intended mainly for time dependent systems, and in the present version sets up a time loop where the equations in the system are solved one after another in a split manner. Spatial discretizations are done as the standard finite element method on unstructured grids. The finite elements are specified as symbolic code in a few pages of Maple procedures. Some common 1D, 2D and 3D elements are provided. The philosophy has been to eliminate as much hand coded fortran as possible, and have Maple do all the work in going from a formal description of a variational formulation, to a running program. | |||||||||||||

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