Wavelet Model of Geomagnetic Field Variations and Its Application to Detect Short-Period Geomagnetic Anomalies

Geomagnetic data analysis is an important basis for the investigation of the processes in the near-Earth space, Earth magnetosphere, and ionosphere. The negative impact of geomagnetic anomalies on modern technical objects and human health determine the applied significance of the investigation and r...

Full description

Bibliographic Details
Main Authors: Oksana Mandrikova, Yuriy Polozov, Sergey Khomutov
Format: Article
Language:English
Published: MDPI AG 2022-02-01
Series:Applied Sciences
Subjects:
Online Access:https://www.mdpi.com/2076-3417/12/4/2072
_version_ 1827657337542803456
author Oksana Mandrikova
Yuriy Polozov
Sergey Khomutov
author_facet Oksana Mandrikova
Yuriy Polozov
Sergey Khomutov
author_sort Oksana Mandrikova
collection DOAJ
description Geomagnetic data analysis is an important basis for the investigation of the processes in the near-Earth space, Earth magnetosphere, and ionosphere. The negative impact of geomagnetic anomalies on modern technical objects and human health determine the applied significance of the investigation and requires the creation of effective methods for timely detection of the anomalies. Priory complicated structure of geomagnetic data makes their formalization and analysis difficult. This paper proposes a wavelet model for geomagnetic field variations. It describes characteristic changes and anomalies of different amplitude and duration. Numerical realization of the model provides the possibility to apply it in online analysis. We describe the process of model identification and show its efficiency in the detection of sudden, short-period geomagnetic anomalies occurring before and during magnetic storms. Raw second data of the Paratunka and Magadan observatories and post-processed minute data were used in the paper. The question of noise effect on the proposed model results was under consideration.
first_indexed 2024-03-09T22:41:49Z
format Article
id doaj.art-a15786563d5141f79b46b31209c623a4
institution Directory Open Access Journal
issn 2076-3417
language English
last_indexed 2024-03-09T22:41:49Z
publishDate 2022-02-01
publisher MDPI AG
record_format Article
series Applied Sciences
spelling doaj.art-a15786563d5141f79b46b31209c623a42023-11-23T18:38:44ZengMDPI AGApplied Sciences2076-34172022-02-01124207210.3390/app12042072Wavelet Model of Geomagnetic Field Variations and Its Application to Detect Short-Period Geomagnetic AnomaliesOksana Mandrikova0Yuriy Polozov1Sergey Khomutov2Institute of Cosmophysical Research and Radio Wave Propagation, Far Eastern Branch of the Russian Academy of Sciences, Mirnaya St., 7, Paratunka, 684043 Kamchatskiy Kray, RussiaInstitute of Cosmophysical Research and Radio Wave Propagation, Far Eastern Branch of the Russian Academy of Sciences, Mirnaya St., 7, Paratunka, 684043 Kamchatskiy Kray, RussiaInstitute of Cosmophysical Research and Radio Wave Propagation, Far Eastern Branch of the Russian Academy of Sciences, Mirnaya St., 7, Paratunka, 684043 Kamchatskiy Kray, RussiaGeomagnetic data analysis is an important basis for the investigation of the processes in the near-Earth space, Earth magnetosphere, and ionosphere. The negative impact of geomagnetic anomalies on modern technical objects and human health determine the applied significance of the investigation and requires the creation of effective methods for timely detection of the anomalies. Priory complicated structure of geomagnetic data makes their formalization and analysis difficult. This paper proposes a wavelet model for geomagnetic field variations. It describes characteristic changes and anomalies of different amplitude and duration. Numerical realization of the model provides the possibility to apply it in online analysis. We describe the process of model identification and show its efficiency in the detection of sudden, short-period geomagnetic anomalies occurring before and during magnetic storms. Raw second data of the Paratunka and Magadan observatories and post-processed minute data were used in the paper. The question of noise effect on the proposed model results was under consideration.https://www.mdpi.com/2076-3417/12/4/2072geomagnetic field variationsgeomagnetic anomaliescomplicated structure data analysiswavelet transform
spellingShingle Oksana Mandrikova
Yuriy Polozov
Sergey Khomutov
Wavelet Model of Geomagnetic Field Variations and Its Application to Detect Short-Period Geomagnetic Anomalies
Applied Sciences
geomagnetic field variations
geomagnetic anomalies
complicated structure data analysis
wavelet transform
title Wavelet Model of Geomagnetic Field Variations and Its Application to Detect Short-Period Geomagnetic Anomalies
title_full Wavelet Model of Geomagnetic Field Variations and Its Application to Detect Short-Period Geomagnetic Anomalies
title_fullStr Wavelet Model of Geomagnetic Field Variations and Its Application to Detect Short-Period Geomagnetic Anomalies
title_full_unstemmed Wavelet Model of Geomagnetic Field Variations and Its Application to Detect Short-Period Geomagnetic Anomalies
title_short Wavelet Model of Geomagnetic Field Variations and Its Application to Detect Short-Period Geomagnetic Anomalies
title_sort wavelet model of geomagnetic field variations and its application to detect short period geomagnetic anomalies
topic geomagnetic field variations
geomagnetic anomalies
complicated structure data analysis
wavelet transform
url https://www.mdpi.com/2076-3417/12/4/2072
work_keys_str_mv AT oksanamandrikova waveletmodelofgeomagneticfieldvariationsanditsapplicationtodetectshortperiodgeomagneticanomalies
AT yuriypolozov waveletmodelofgeomagneticfieldvariationsanditsapplicationtodetectshortperiodgeomagneticanomalies
AT sergeykhomutov waveletmodelofgeomagneticfieldvariationsanditsapplicationtodetectshortperiodgeomagneticanomalies