A Novel Method Using Contraction Integral Equation For Inversion Of Two-Dimensional Dielectric Scatterers

Xiaoniu Zhang, Zhiqin Zhao
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Abstract

A new method based on Contraction Integral Equation (CIE) is proposed here to solve the highly nonlinear electromagnetic inverse scattering problems with strong noise disturbance. The high-frequency components can be quite sensitive to noise. Since noise is inevitable for a practical ISP, in view of this characteristic, those high-frequency components could easily lead the third round of optimization to converge to a noise-polluted result. Furthermore, when the noise interference is significant, the algorithm cannot even achieve convergence of the iteration. Since the low-frequency components used in these rounds are not sensitive to noise, there is no need to weaken the weight of the data equation mismatch term. Finally, the effectiveness and versatility of the new method is verified through numerical analysis.
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利用收缩积分方程反演二维介质散射体的新方法
提出了一种基于收缩积分方程(CIE)的求解强噪声干扰下的高度非线性电磁逆散射问题的新方法。高频元件对噪声很敏感。由于噪声对于实际的ISP来说是不可避免的,鉴于这一特性,这些高频成分很容易导致第三轮优化收敛到噪声污染的结果。此外,当噪声干扰较大时,算法甚至不能实现迭代的收敛。由于这些回合中使用的低频分量对噪声不敏感,因此不需要削弱数据方程不匹配项的权重。最后,通过数值分析验证了新方法的有效性和通用性。
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