Three-Dimensional Adaptive Mesh Relaxation

In numerical calculations based on partial differential equations the kind of discretization, in particular the kind of mesh that can bo used is ol almost importance. Unfortunately, meshing is a rather unsolved discipline, especia y in three dimensions. Although some occasional solutions exists there is hardly a tool that has integrated possibilities to handle this problem. This paper presents a numerical method for adaptive mesh relaxation, applicable in three dimensions, where with little effort a big benefit can be reached by adaptive mesh relaxation for a numerical simulation.