A HYBRID FINITE-ELEMENT METHOD FOR 3-D SCATTERING USING NODAL AND EDGE ELEMENTS

A hybrid finite element method for three-dimensional scattering is pre sented and numerical examples shown. This approach, which couples fini te element discretization with the method of moments, is particularly well suited for monostatic radar cross section calculations. The metho d is based on a scalar and vector potential formulation of Maxwell's e quations, the use of nodal elements, and a highly efficient body of re volution implementation of the method of moments. Combined nodal and e dge elements am employed to accurately model fields around corners and edges. A curvature-based sampling criterion is derived and shown to e nsure accurate answers for highly curved scatterers. Numerical results and Cray computer timings are compared with published results for an edge element code using radiation boundary conditions.