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Application of AWE technology combined with higher-order basis functions to broad band electromagnetic scattering problems

机译:AWE技术在宽带电磁散射问题中相结合的应用相结合

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In this paper, the asymptotic waveform evaluation (AWE) technique in conjugation with higher-order basis functions method based on the best uniform approximation theory is applied to solve scattering problems over a broad frequency band. To select the best uniform approximation higher-order basis functions, 3-order Chebyshev basis function is used as an example and applied to solving the electrical field integral equation (EFIE) by the method of moments(MOM). Finally, using AWE technique to solving the discrete linear system obtained by high order basis function to accomplish the scattering analysis of perfectly electrical conductor (PEC) over a broad frequency band. It is shown that the presented method has higher computational precision with lower discretization, and greatly improve the computational efficiency.
机译:本文采用基于最佳均匀近似理论的高阶基函数的缀合物与高阶基函数方法的渐近波形评估(AWE)技术应用于在宽频带上解决散射问题。 为了选择最佳均匀近似高阶基函数,使用3阶Chebyshev基函数作为示例,并应用于通过矩(MOM)的方法来解决电场积分方程(EFIE)。 最后,利用AWE技术求解通过高阶基函数获得的离散线性系统,以在宽频带上实现完全电导体(PEC)的散射分析。 结果表明,该方法具有更高的可离散化的计算精度,并且大大提高了计算效率。

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