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May 9, 2026Numerical Analysis and Applications0 citations

Algorithm for Numerical Solution of One-Dimensional Inverse Magnetotelluric Sounding Problem

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SSS. N. SklyarOZO.B. Zabinyakova

Key Points

  • This research aims to develop an algorithm for efficiently solving one-dimensional inverse magnetotelluric sounding problems.
  • Developed a pseudo-quadratic equation-based algorithm for inverse problems in three variants.
  • Proposed a method for processing input data to ensure solution existence.
  • Conducted numerical experiments on various test media with differing parameters.
  • The algorithm effectively solved the inverse problem across all considered variants.
  • Successful data processing led to guaranteed solutions for test scenarios.
  • Numerical experiments demonstrated the efficiency and applicability of the proposed methods.

Abstract

This paper considers an algorithm for numerical solution of a one-dimensional inverse magnetotelluric sounding problem. The algorithm is based on a special type of algebraic equation which is called a pseudo-quadratic equation. The inverse problem is considered in three variants: 1) for media with fixed geometry; 2) for media with fixed geoelectrical properties; 3) general case. Additionally, an algorithm is proposed for input data processing which provides the existence of a solution to the inverse problem. Numerical experiments realized on test media with different sets of parameters are carried out to study and illustrate the efficiency of the algorithms.

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Cite This Study

Sklyar et al. (2026) studied this question.

synapsesocial.com/papers/69fecf16b9154b0b828762e8https://doi.org/10.1134/s1995423926010076
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