基于宽频带多频数据发散束探测的含损耗层状结构介电常数剖面重建

S. Alexin, O. Drobakhin
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引用次数: 0

摘要

介绍了基于微波探测重建层状结构介电常数剖面的三种常用方法。方法包括假设Goupillaud模型的Gel’fand- levitan积分方程离散模拟法、动态反褶积法和基于Newton-Kantorovich迭代格式实现Riccati微分方程的方法。讨论了探测光束发散和材料热损失的假设。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Reconstruction of permittivity profile of stratified structures with losses on basis of divergent beam probing using multifrequency data in wide frequency band
Three well-known methods of layered structure permittivity profile reconstruction on the basis of microwave probing are under consideration. The methods are discrete analog of Gel'fand-Levitan integral equation method supposing Goupillaud model, the method of dynamic deconvolution and the method based on Newton-Kantorovich iterative scheme implementation to Riccati differential equation. The methods are discussed with assumptions of probing beam divergence and heat losses in material.
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