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Aftereffects in the Transient Electromagnetic Method: Magnetic Viscosity. / Kozhevnikov, N. O.; Antonov, E. Yu.

в: Russian Geology and Geophysics, Том 63, № 3, 03.2022, стр. 312-320.

Результаты исследований: Научные публикации в периодических изданияхстатьяРецензирование

Harvard

Kozhevnikov, NO & Antonov, EY 2022, 'Aftereffects in the Transient Electromagnetic Method: Magnetic Viscosity', Russian Geology and Geophysics, Том. 63, № 3, стр. 312-320. https://doi.org/10.2113/RGG20204306

APA

Vancouver

Kozhevnikov NO, Antonov EY. Aftereffects in the Transient Electromagnetic Method: Magnetic Viscosity. Russian Geology and Geophysics. 2022 март;63(3):312-320. doi: 10.2113/RGG20204306

Author

Kozhevnikov, N. O. ; Antonov, E. Yu. / Aftereffects in the Transient Electromagnetic Method: Magnetic Viscosity. в: Russian Geology and Geophysics. 2022 ; Том 63, № 3. стр. 312-320.

BibTeX

@article{234408c692894527aacb714b8407797c,
title = "Aftereffects in the Transient Electromagnetic Method: Magnetic Viscosity",
abstract = "One of the aftereffects inherent in geological materials is magnetic viscosity. This phenomenon consists in the time lag of changes in magnetic characteristics in relation to changes in the external magnetic field. In rocks, magnetic viscosity is mainly associated with magnetization of superparamagnetic particles. In the transient electromagnetic method, magnetic viscosity is manifested as a slowly decreasing voltage induced in a receiving loop, or, in some cases, as a nonmonotone transient voltage response. Eddy currents and viscous magnetization establish and decay independently; therefore, the induction transient response measured with a fixed-geometry TEM array gives no way of finding the vertical distribution of magnetic viscosity. In order to find it, geometric soundings are needed. At later times, the voltage induced in the receiving loop due to the magnetization decay is vastly larger than that induced by the eddy currents. Because of this, magnetic viscosity contribution to the total transient response limits the sounding depth of the transient electromagnetic method.",
keywords = "magnetic viscosity, transient electromagnetic method",
author = "Kozhevnikov, {N. O.} and Antonov, {E. Yu}",
note = "Funding Information: The research was supported by the Fundamental Scientific Research Project No. 0331-2019-0007 “Geoelectrics in geological environment studies: technologies, field experiment and numerical models.” The authors are grateful to Nina Nevedrova and Vladimir Filatov for the constructive comments, which were considered when preparing the final version of the article. Publisher Copyright: Russian Geology and Geophysics {\textcopyright} 2022, Novosibirsk State University.",
year = "2022",
month = mar,
doi = "10.2113/RGG20204306",
language = "English",
volume = "63",
pages = "312--320",
journal = "Russian Geology and Geophysics",
issn = "1068-7971",
publisher = "Elsevier Science B.V.",
number = "3",

}

RIS

TY - JOUR

T1 - Aftereffects in the Transient Electromagnetic Method: Magnetic Viscosity

AU - Kozhevnikov, N. O.

AU - Antonov, E. Yu

N1 - Funding Information: The research was supported by the Fundamental Scientific Research Project No. 0331-2019-0007 “Geoelectrics in geological environment studies: technologies, field experiment and numerical models.” The authors are grateful to Nina Nevedrova and Vladimir Filatov for the constructive comments, which were considered when preparing the final version of the article. Publisher Copyright: Russian Geology and Geophysics © 2022, Novosibirsk State University.

PY - 2022/3

Y1 - 2022/3

N2 - One of the aftereffects inherent in geological materials is magnetic viscosity. This phenomenon consists in the time lag of changes in magnetic characteristics in relation to changes in the external magnetic field. In rocks, magnetic viscosity is mainly associated with magnetization of superparamagnetic particles. In the transient electromagnetic method, magnetic viscosity is manifested as a slowly decreasing voltage induced in a receiving loop, or, in some cases, as a nonmonotone transient voltage response. Eddy currents and viscous magnetization establish and decay independently; therefore, the induction transient response measured with a fixed-geometry TEM array gives no way of finding the vertical distribution of magnetic viscosity. In order to find it, geometric soundings are needed. At later times, the voltage induced in the receiving loop due to the magnetization decay is vastly larger than that induced by the eddy currents. Because of this, magnetic viscosity contribution to the total transient response limits the sounding depth of the transient electromagnetic method.

AB - One of the aftereffects inherent in geological materials is magnetic viscosity. This phenomenon consists in the time lag of changes in magnetic characteristics in relation to changes in the external magnetic field. In rocks, magnetic viscosity is mainly associated with magnetization of superparamagnetic particles. In the transient electromagnetic method, magnetic viscosity is manifested as a slowly decreasing voltage induced in a receiving loop, or, in some cases, as a nonmonotone transient voltage response. Eddy currents and viscous magnetization establish and decay independently; therefore, the induction transient response measured with a fixed-geometry TEM array gives no way of finding the vertical distribution of magnetic viscosity. In order to find it, geometric soundings are needed. At later times, the voltage induced in the receiving loop due to the magnetization decay is vastly larger than that induced by the eddy currents. Because of this, magnetic viscosity contribution to the total transient response limits the sounding depth of the transient electromagnetic method.

KW - magnetic viscosity

KW - transient electromagnetic method

UR - http://www.scopus.com/inward/record.url?scp=85127377500&partnerID=8YFLogxK

U2 - 10.2113/RGG20204306

DO - 10.2113/RGG20204306

M3 - Article

AN - SCOPUS:85127377500

VL - 63

SP - 312

EP - 320

JO - Russian Geology and Geophysics

JF - Russian Geology and Geophysics

SN - 1068-7971

IS - 3

ER -

ID: 35841942