NEW BASIS FUNCTIONS FOR THE ELECTROMAGNETIC SOLUTION OF ARBITRARILY-SHAPED, THREE DIMENSIONAL CONDUCTING BODIES USING METHOD OF MOMENTS

摘要

In this work, we present a new set of basis functions, defined over a pair of planar triangular patches, for the solution of electromagnetic scattering and radiation problems associated with arbitrarily-shaped surfaces using the method of moments solution procedure. The basis functions are constant over the function subdomain and resemble pulse functions for one and two dimensional problems. Further, another set of basis functions, point-wise orthogonal to the first set, is also defined over the same function space. The primary objective of developing these basis functions is to utilize them for the electromagnetic solution involving conducting, dielectric, and composite bodies. However, in the present work, only the conducting body solution is presented and compared with other data.