Nonlinear Diffraction Tomography without Iterations

G. Samelsohn
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引用次数: 1

Abstract

A number of models of nonlinear diffraction tomography are considered. All of them are based on a Radon-to-Helmholtz mapping and corresponding inversion procedures proposed by the author. Numerical simulations confirm that the reconstruction of the object is rather accurate, well beyond the limits of the Born or Rytov models.
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无迭代的非线性衍射层析成像
考虑了几种非线性衍射层析成像模型。所有这些都是基于Radon-to-Helmholtz映射和作者提出的相应反演程序。数值模拟证实,该物体的重建相当准确,远远超出了伯恩或雷托夫模型的限制。
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