Finite Volume with Non-uniform Mesh for the Solution of Maxwell's Equations

摘要

The constraint of 'regular' elements for 'Finite Volumes' applied to Maxwell's integral equations, has been removed by introducing additional 9-node and 10-node bricks. These form 'glue elements' which allow bisection of brick dimensions ad lib, leading to non-uniform, unstructured meshing. These bricks also permit first rather than zero'th order boundary fitting.