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Semi-Analytic Sensitivity of the MCIL Responses in Homogeneous Biaxial Anisotropic Media

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We presented a semi-analytic solution for the sensitivity of the response tensor of the multicomponent induction logging (MCIL) tool in a homogeneous biaxial anisotropic (BA) medium. By using the perturbation… Click to show full abstract

We presented a semi-analytic solution for the sensitivity of the response tensor of the multicomponent induction logging (MCIL) tool in a homogeneous biaxial anisotropic (BA) medium. By using the perturbation principle and the spectral representation of electromagnetic (EM) fields, the sensitivity was formulated as a sevenfold integral whose integrand involves two sets of spectral electric fields. Fortunately, such a complicated integral can be reduced to a threefold integral, which consists of two parts: one is a definite integral over the spatial variable $z$ that can be analytically integrated; the remaining is a twofold integral over the spectral variable ${\mathbf{k}}$ that is computed by numerical quadrature. We verified our formulation by comparing it with the exact solution and the finite-difference (FD) approximation.

Keywords: biaxial anisotropic; homogeneous biaxial; sensitivity; tex math; inline formula; semi analytic

Journal Title: IEEE Geoscience and Remote Sensing Letters
Year Published: 2022

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