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三维单面 Marchenko 逆散射、数据驱动聚焦、格林函数反演及其相互关系。

Three-dimensional single-sided Marchenko inverse scattering, data-driven focusing, Green's function retrieval, and their mutual relations.

机构信息

Department of Geoscience and Engineering, Delft University of Technology, 2600 GA Delft, The Netherlands.

出版信息

Phys Rev Lett. 2013 Feb 22;110(8):084301. doi: 10.1103/PhysRevLett.110.084301.

Abstract

The one-dimensional Marchenko equation forms the basis for inverse scattering problems in which the scattering object is accessible from one side only. Here we derive a three-dimensional (3D) Marchenko equation which relates the single-sided reflection response of a 3D inhomogeneous medium to a field inside the medium. We show that this equation is solved by a 3D iterative data-driven focusing method, which yields the 3D Green's function with its virtual source inside the medium. The 3D single-sided Marchenko equation and its iterative solution method form the basis for imaging of 3D strongly scattering inhomogeneous media that are accessible from one side only.

摘要

一维 Marchenko 方程构成了仅从一侧可访问散射物体的逆散射问题的基础。在这里,我们推导出一个三维(3D)Marchenko 方程,它将 3D 非均匀介质的单侧反射响应与介质内部的场相关联。我们表明,这个方程可以通过一种 3D 迭代数据驱动聚焦方法来求解,该方法产生了具有虚拟源位于介质内部的 3D 格林函数。3D 单侧 Marchenko 方程及其迭代求解方法为仅从一侧可访问的 3D 强散射非均匀介质的成像奠定了基础。

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