FINITE DIFFERENCE METHOD FOR ELECTROMAGNETIC SCATTERING FROM PERFECTLY CONDUCTING CYLINDER

A numerical method of solving electromagnetic wave scattering problem is described.Radiation boundary condition(RBC)is applied to confine EM scattering problem in unboundedregion into problem in finite region.Combined with RBC and scatterer surface boundary condi-tion,Helmholtz equation in the finite region is solved numerically by the finite difference method.Thus the distribution of induced surface current on conducting cylinder and near field can beobtained.Computational results for both polarizations for circular,elliptic and square cylindersare presented.These results are in excellent agreement with those obtained by the eigenfunctionexpansion method or moment method and much better then the results of OSRC method.

Finite difference method for electromagnetic scattering from perfectly conducting cylinder

A numerical method of solving electromagnetic wave scattering problem is described. Radiation boundary condition(RBC)is applied to confine EM scattering problem in unbounded region into problem in finite region.Combined with RBC and scatterer surface boundary condi- tion,Helmholtz equation in the finite region is solved numerically by the finite difference method. Thus the distribution of induced surface current on conducting cylinder and near field can be obtained.Computational results for both polarizations for circular,elliptic and square cylinders are presented.These results are in excellent agreement with those obtained by the eigenfunction expansion method or moment method and much better then the results of OSRC method.