Mathematical modeling of a new method for processing a seismic signal on the example of a section of the Saratov right bank. Part 2

Author:

Fonin Anatoly A.1,Suchkov Sergey G.1,Nikolayevtsev Victor A.1,Mikheyev Sergey I.1

Affiliation:

1. Saratov State University

Abstract

This paper presents a new method of seismic exploration with two buried receivers on the same vertical, which helps in comparing the experimental seismogram cleared of non-vertical signals with the calculated theoretical seismogram, which depends on the parameters of the layered structure, such as the thickness of the layers, their density, velocity of propagation of longitudinal acoustic waves in rock, and seismic quality factors of media. The method of least squares aided in the search for the global minimum of the discrepancy function of the calculated and experimental seismic pulse waveforms. The implementation of the algorithm for solving the inverse seismic problem was carried out in the MatLab software package. The construction of a theoretical seismogram includes the calculation of the spectrum of the input impulse, calculation of the frequency dependences of the reflection coefficients and the passage of waves at the interfaces of rocks with different physical parameters, the calculation of the shape of the seismic impulses received by the receivers. A comparison of the calculated and real parameters of the geological structure obtained in the COMSOL Multiphysics software package shows that the developed algorithm results in obtaining a seismogram that practically coincides with the experimental seismogram corresponding to the real rock section, with appropriate geological parameters of media, such as thickness, density and propagation velocity of acoustic waves, as well as quality factors.

Publisher

Tyumen State University

Reference21 articles.

1. COMSOL Multiphysics. (n.d.). Acoustics module. Retrieved April 29, 2020, from https://www.comsol.ru/acoustics-module [In Russian]

2. Brekhovskikh, L. M. (1973). Waves in layered structures. Nauka. [In Russian]

3. Dyakonov, V. P. (2005). MATLAB 6.5 SP1/7.0 + Simulink 5/6. Signal processing and filter design. SOLON-Press. [In Russian]

4. Zatsepin, A. F. (2005). Acoustic control: in 2 parts. Part 1. Introduction to the physics of acoustic control. Ural State Technical University. [In Russian]

5. Isakovich, M. A. (1973). General acoustics. Nauka. [In Russian]

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