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Utilization of Effective Apparent Resistivity in Magnetotelluric Data Processing and Interpretation

机译:在磁音数据处理和解释中利用有效的表观电阻率

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Effective apparent resistivity is correspondent to the modulus of magnetotelluric response impedance tensor matrix. It is a invariable under the coordinate rotation. Under one dimensional (1-D) condition, It is equal to the normal apparent resistivity p_a, when to two dimensional condition, it is the geometry average of apparent resistivity of TE mode (pte) and TM mode (ptm), which has the dimensionality reduction property. The parallel moving algorithm can used to do static correction, as effective apparent resistivity curl shape was not affected by the static effect. At the same time, it is irrelative to coordinate rotation, so the inverse deviation can be avoided in the effective apparent resistivity two-dimensional (2-D) inversion, because of the incorrect polarization mode discrimination. So the utilization of effective apparent resistivity in processing and interpretation of the magnetotelluric sounding data was recommended.
机译:有效的表观电阻率对应于磁通响应阻抗张量矩阵的模量。它在坐标旋转下是不变的。在一维(1-D)条件下,它等于正常表观电阻率P_A,当到二维条件时,它是TE模式(PTE)和TM模式(PTM)的表观电阻率的几何平均值,其具有减少维度。并行移动算法可以用于进行静态校正,因为有效的表观电阻率卷曲形状不受静态效果的影响。同时,它是弯曲旋转的,因此由于不正确的偏振模式辨别,可以在有效表观电阻率二维(2-D)反转中避免逆偏差。因此,建议使用在磁音辐射数据的加工和解释中利用有效的表观电阻率。

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