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Fast algorithm for inverting structure parameters of the horizontal multi-layer soil
作者姓名:ZOU Jim  HE Jinliang  ZENG Rong  SUN Weimin  GUAN Zhicheng and YU Gang
作者单位:Department of Electrical Engineering,Tsinghua University,Beijing 100084,China
基金项目:the National Natural Science Foundation of China (Grant No.50200073)
摘    要:A fast algorithm is presented to invert the structure parameter of the horizontal multi-layer soil. The procedure is divided into two independent stages. First, Fredholm equation of the first kind with respect to the apparent resistivity is solved by the technology of decay spectrum to reduce computation time greatly. Second, the structure parameter of soil is determined by the generalized Newton-Kantorovich method, which is more robust and less noise sensitive because of using the generalized inverse algorithm to solve the nonlinear equation group. The numerical results show the validities and main features of the proposed approach.


Fast algorithm for inverting structure parameters of the horizontal multi-layer soil
ZOU Jim,HE Jinliang,ZENG Rong,SUN Weimin,GUAN Zhicheng and YU Gang.Fast algorithm for inverting structure parameters of the horizontal multi-layer soil[J].Progress in Natural Science,2003,13(7).
Authors:ZOU Jun  HE Jinliang  ZENG Rong  SUN Weimin  GUAN Zhicheng  YU Gang
Abstract:A fast algorithm is presented to invert the structure parameter of the horizontal multi-layer soil. The procedure is divided into two independent stages. First, Fredholm equation of the first kind with respect to the apparent resistivity is solved by the technology of decay spectrum to reduce computation time greatly. Second, the structure parameter of soil is determined by the generalized Newton-Kantorovich method, which is more robust and less noise sensitive because of using the generalized inverse algorithm to solve the nonlinear equation group. The numerical results show the validities and main features of the proposed approach.
Keywords:decay spectrum  soil parameter  inversion  inverse problem  
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