101. Inversion of arbitrary segmented loop source TEM data over a layered earth
- Author
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Nannan Zhou, Pan Zhao, Hai Li, Guoqiang Xue, and Hua-sen Zhong
- Subjects
010504 meteorology & atmospheric sciences ,Inversion (meteorology) ,010502 geochemistry & geophysics ,Topology ,01 natural sciences ,Synthetic data ,Numerical integration ,Labor saving ,symbols.namesake ,Dipole ,Geophysics ,Control theory ,Obstacle ,Jacobian matrix and determinant ,symbols ,Rectangle ,0105 earth and related environmental sciences ,Mathematics - Abstract
The loop source TEM method has been widely used in the detection of a mined out area in China. In the cases that the laying of traditional rectangle or square transmitting loop is limited due to the presence of obstacle on the path of the loop, the changing of the shape of the transmitting loop to bypass the obstacle is a labor saving solution. A numeric integration scheme is proposed to calculate the response and Jacobian of the segmented loop source from that of an electric dipole source. The comparison of forward response between the segmented loop and square loop shows the effect of loop geometry on the decay curves. In order to interpret the data from an irregular source loop, this paper presents an inversion scheme that incorporate the effect of loop geometry. The proposed inversion scheme is validated on the synthetic data, and then applied to the field data. The result reveals that the developed inversion scheme is capable of interpreting the segmented loop source TEM field data.
- Published
- 2016
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