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A new efficient method of singular integrals in RCS calculation

机译:RCS计算中的奇异积分的一种新的高效方法

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For the method of moments (MOM) based on RWG basis function, a novel method is developed to solve the singular impedance elements efficiently: directly conducting simple variable substitution to surface integrals and transforming them to non-singular integrals, thus reducing the integral complexity and computation. It is simple and efficient to use this method to solve the singular integrals without extracting singularity from singular parts, which eliminates the singularity of the matrix elements effectively and obtains high calculation accuracy. Numerical example shows that the new method, compared to the conventional methods, can greatly improve the computational efficiency and meet the efficient solution of complex targets RCS.
机译:对于基于RWG基函数的矩(MOM)的方法,开发了一种新的方法来有效地解决奇异阻抗元件:直接对表面积分进行简单的变替代,并将它们转化为非奇异积分,从而降低整体复杂性和 计算。 使用这种方法来解决奇异积分而不从奇异部分提取奇异性,这是简单而有效的,这消除了矩阵元件的奇异性并获得高计算精度。 数值示例表明,与传统方法相比,新方法可以大大提高计算效率并满足复杂目标RC的有效解。

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