两种积分方程法求解均匀介质体散射问题的比较

Comparison of Two Integral Equation Approaches for Analysis ofScattering by Homogeneous Dielectric Bodies

  • 摘要: 针对均匀介质体散射问题,对比研究了基于2种积分方程的5种矩量法实施方案的求解精度和效率.分析了单积分方程和Poggio-Miller-Chang-Harrington-Wu (PMCHW)方程各种矩量法实施方案的特点和效率,通过数值计算进行验证,并对相应的数值现象作出解释.结果表明:基于单积分方程的矩量法与PMCHW方程矩量法一样精确,迭代收敛速度更快;基于单积分方程的磁场积分方程,矩量法生成矩阵和迭代求解的效率最高,但存在谐振点.

     

    Abstract: Methods of moments based on different integral equations are comparatively studied in accuracy and efficiency for scattering by homogeneous bodies. Computational characteristics of various implementation approaches are analyzed for the single integral equation and the Poggio-Miller-Chang-Harrington-Wu(PMCHW) equation. The numerical performance of various implementations is shown by numerical experiments and explained in the paper. Conclusions of different implementation approaches are finally presented in accuracy and efficiency.

     

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