Using finite difference delay modeling and the Nyström method for the discretization of two-dimensional scattering problems

D. Weile, Y. Lin
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Abstract

The finite difference delay modeling method is applied to the solution of two-dimensional electromagnetic scattering problems. The spatial discretization is carried out by the locally corrected Nyström method with arbitrary, analytically-described geometry models to achieve a method that exhibits higher-order convergence in both space and time. The efficacy and accuracy of the method are demonstrated with numerical results.
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利用有限差分延迟建模和Nyström方法对二维散射问题进行离散化
将有限差分延迟建模方法应用于二维电磁散射问题的求解。空间离散化通过局部校正Nyström方法与任意,解析描述的几何模型进行,以实现在空间和时间上都表现出高阶收敛的方法。数值结果验证了该方法的有效性和准确性。
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