Research on the Model and the Location Method of Ship Shaft-Rate Magnetic Field Based on Rotating Magnetic Dipole

In this paper, the ship’s rotating propeller is a considered as rotating magnetic dipole. The shaft-rate magnetic field is modeled, and an inversion calculation is utilized to realize the magnetic target localization. The low frequency of the shaft-rate magnetic field provides long propag...

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Autores principales: Pengfei Lin, Ning Zhang, Ming Chang, Lei Xu
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Publicado: IEEE 2020
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spelling oai:doaj.org-article:e681c2f291fa427bb9c4736cc40f4f172021-11-19T00:04:29ZResearch on the Model and the Location Method of Ship Shaft-Rate Magnetic Field Based on Rotating Magnetic Dipole2169-353610.1109/ACCESS.2020.3021206https://doaj.org/article/e681c2f291fa427bb9c4736cc40f4f172020-01-01T00:00:00Zhttps://ieeexplore.ieee.org/document/9184902/https://doaj.org/toc/2169-3536In this paper, the ship&#x2019;s rotating propeller is a considered as rotating magnetic dipole. The shaft-rate magnetic field is modeled, and an inversion calculation is utilized to realize the magnetic target localization. The low frequency of the shaft-rate magnetic field provides long propagation distance, high stability, and low interference by sea conditions and other noises. The magnetic field signal has an important role in target and location detection. In the developed model, the magnetic moment of the rotating magnetic dipole is decomposed into three orthogonal magnetic moments indicated by <inline-formula> <tex-math notation="LaTeX">$m_{p},m_{f}$ </tex-math></inline-formula> and <inline-formula> <tex-math notation="LaTeX">$m_{l}$ </tex-math></inline-formula>. The mentioned moments can be obtained through a three-component integration of the measured magnetic field of the rotating dipole at a point. The relation between the eigenvectors of these orthogonal magnetic moments and the coordinates of the observation position is employed to obtain the coordinates and the magnetic target position. In the simulation, the relative and absolute errors of the location method are analyzed, while the measurement noise confines the positioning distance. Finally, the rotating magnetic field of 80 points is measured, and the feasibility of the rotating magnetic model is verified. Besides, the relative mean error of 80 points is equal to 3.7&#x0025;, demonstrating the feasibility of the location method. However, due to some experiment limitations, including the measurement distance, measurement error, and the experimental equipment sensitivity, the maximum relative error is obtained as 7.4&#x0025; which is higher than its theoretical value.Pengfei LinNing ZhangMing ChangLei XuIEEEarticleLocation methodmagnetic field distributionorthogonal magnetic momentsrotating magnetic dipoleElectrical engineering. Electronics. Nuclear engineeringTK1-9971ENIEEE Access, Vol 8, Pp 162999-163005 (2020)
institution DOAJ
collection DOAJ
language EN
topic Location method
magnetic field distribution
orthogonal magnetic moments
rotating magnetic dipole
Electrical engineering. Electronics. Nuclear engineering
TK1-9971
spellingShingle Location method
magnetic field distribution
orthogonal magnetic moments
rotating magnetic dipole
Electrical engineering. Electronics. Nuclear engineering
TK1-9971
Pengfei Lin
Ning Zhang
Ming Chang
Lei Xu
Research on the Model and the Location Method of Ship Shaft-Rate Magnetic Field Based on Rotating Magnetic Dipole
description In this paper, the ship&#x2019;s rotating propeller is a considered as rotating magnetic dipole. The shaft-rate magnetic field is modeled, and an inversion calculation is utilized to realize the magnetic target localization. The low frequency of the shaft-rate magnetic field provides long propagation distance, high stability, and low interference by sea conditions and other noises. The magnetic field signal has an important role in target and location detection. In the developed model, the magnetic moment of the rotating magnetic dipole is decomposed into three orthogonal magnetic moments indicated by <inline-formula> <tex-math notation="LaTeX">$m_{p},m_{f}$ </tex-math></inline-formula> and <inline-formula> <tex-math notation="LaTeX">$m_{l}$ </tex-math></inline-formula>. The mentioned moments can be obtained through a three-component integration of the measured magnetic field of the rotating dipole at a point. The relation between the eigenvectors of these orthogonal magnetic moments and the coordinates of the observation position is employed to obtain the coordinates and the magnetic target position. In the simulation, the relative and absolute errors of the location method are analyzed, while the measurement noise confines the positioning distance. Finally, the rotating magnetic field of 80 points is measured, and the feasibility of the rotating magnetic model is verified. Besides, the relative mean error of 80 points is equal to 3.7&#x0025;, demonstrating the feasibility of the location method. However, due to some experiment limitations, including the measurement distance, measurement error, and the experimental equipment sensitivity, the maximum relative error is obtained as 7.4&#x0025; which is higher than its theoretical value.
format article
author Pengfei Lin
Ning Zhang
Ming Chang
Lei Xu
author_facet Pengfei Lin
Ning Zhang
Ming Chang
Lei Xu
author_sort Pengfei Lin
title Research on the Model and the Location Method of Ship Shaft-Rate Magnetic Field Based on Rotating Magnetic Dipole
title_short Research on the Model and the Location Method of Ship Shaft-Rate Magnetic Field Based on Rotating Magnetic Dipole
title_full Research on the Model and the Location Method of Ship Shaft-Rate Magnetic Field Based on Rotating Magnetic Dipole
title_fullStr Research on the Model and the Location Method of Ship Shaft-Rate Magnetic Field Based on Rotating Magnetic Dipole
title_full_unstemmed Research on the Model and the Location Method of Ship Shaft-Rate Magnetic Field Based on Rotating Magnetic Dipole
title_sort research on the model and the location method of ship shaft-rate magnetic field based on rotating magnetic dipole
publisher IEEE
publishDate 2020
url https://doaj.org/article/e681c2f291fa427bb9c4736cc40f4f17
work_keys_str_mv AT pengfeilin researchonthemodelandthelocationmethodofshipshaftratemagneticfieldbasedonrotatingmagneticdipole
AT ningzhang researchonthemodelandthelocationmethodofshipshaftratemagneticfieldbasedonrotatingmagneticdipole
AT mingchang researchonthemodelandthelocationmethodofshipshaftratemagneticfieldbasedonrotatingmagneticdipole
AT leixu researchonthemodelandthelocationmethodofshipshaftratemagneticfieldbasedonrotatingmagneticdipole
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