Modeling the Converse Magnetoelectric Effect in the Low-Frequency Range

被引：2

作者：

Bichurin, Mirza ^{[1
]}

Sokolov, Oleg ^{[1
]}

Ivanov, Sergey ^{[1
]}

Leontiev, Viktor ^{[1
]}

Lobekin, Vyacheslav ^{[1
]}

Semenov, Gennady ^{[1
]}

Wang, Yaojin ^{[2
]}

机构：

[1] Yaroslav the Wise Novgorod State Univ, Velikiy Novgorod 173003, Russia

[2] Nanjing Univ Sci & Technol, Sch Mat Sci & Engn, Nanjing 210094, Peoples R China

来源：

SENSORS | 2024年 / 24卷 / 01期

基金：

俄罗斯科学基金会;

关键词：

magnetoelectric effect; direct magnetoelectric effect; converse magnetoelectric effect; magnetoelectric composite; magnetoelectric coefficient; electromechanical resonance; resonance mode; bimorph structure; MAGNETIZATION; RESONANCE;

D O I：

10.3390/s24010151

中图分类号：

O65 [分析化学];

学科分类号：

070302 ; 081704 ;

摘要：

This article is devoted to the theory of the converse magnetoelectric (CME) effect for the longitudinal, bending, longitudinal-shear, and torsional resonance modes and its quasi-static regime. In contrast to the direct ME effect (DME), these issues have not been studied in sufficient detail in the literature. However, in a number of cases, in particular in the study of low-frequency ME antennas, the results obtained are of interest. Detailed calculations with examples were carried out for the longitudinal mode on the symmetric and asymmetric structures based on Metglas/PZT (LN); the bending mode was considered for the asymmetric free structure and structure with rigidly fixed left-end Metglas/PZT (LN); the longitudinal-shear and torsional modes were investigated for the symmetric and asymmetric free structures based on Metglas/GaAs. For the identification of the torsion mode, it was suggested to perform an experiment on the ME structure based on Metglas/bimorphic LN. All calculation results are presented in the form of graphs for the CME coefficients.

引用

页数：32

共 51 条

[1]

Bichurin M., 2019, MAGNETOELECTRIC COMP, P280

[2] Direct and inverse magnetoelectric effect in layered composites in electromechanical resonance range: A review [J].

Bichurin, M. I. ;

Petrov, V. M. ;

Petrov, R. V. .

JOURNAL OF MAGNETISM AND MAGNETIC MATERIALS, 2012, 324 (21) :3548-3550

[3]

BICHURIN MI, 1988, ZH TEKH FIZ+, V58, P2277

[4] Magnetoelectric microwave phase shifters [J].

Bichurin, MI ;

Petrov, RV ;

Kiliba, YV .

FERROELECTRICS, 1997, 204 (1-4) :311-319

[5] Investigation of magnetoelectric interaction in composite [J].

Bichurin, MI ;

Kornev, IA ;

Petrov, VM ;

Lisnevskaya, IV .

FERROELECTRICS, 1997, 204 (1-4) :289-297

[6] Physics of Composites for Low-Frequency Magnetoelectric Devices [J].

Bichurin, Mirza ;

Sokolov, Oleg ;

Ivanov, Sergey ;

Leontiev, Viktor ;

Petrov, Dmitriy ;

Semenov, Gennady ;

Lobekin, Vyacheslav .

SENSORS, 2022, 22 (13)

[7] Magnetoelectric Magnetic Field Sensors: A Review [J].

Bichurin, Mirza ;

Petrov, Roman ;

Sokolov, Oleg ;

Leontiev, Viktor ;

Kuts, Viktor ;

Kiselev, Dmitry ;

Wang, Yaojin .

SENSORS, 2021, 21 (18)

[8] Magnetoelectric Current Sensors [J].

Bichurin, Mirza ;

Petrov, Roman ;

Leontiev, Viktor ;

Semenov, Gennadiy ;

Sokolov, Oleg .

SENSORS, 2017, 17 (06)

[9] Converse magnetoelectric effect in ferromagnetic shape memory alloy/piezoelectric laminate [J].

Chen, S. Y. ;

Wang, D. H. ;

Han, Z. D. ;

Zhang, C. L. ;

Du, Y. W. ;

Huang, Z. G. .

APPLIED PHYSICS LETTERS, 2009, 95 (02)

[10] Giant reversible anisotropy changes at room temperature in a (La, Sr)MnO3/Pb(Mg, Nb, Ti)O3 magneto-electric heterostructure [J].

Chopdekar, Rajesh Vilas ;

Buzzi, Michele ;

Jenkins, Catherine ;

Arenholz, Elke ;

Nolting, Frithjof ;

Takamura, Yayoi .

SCIENTIFIC REPORTS, 2016, 6

← 1 2 3 4 5 6 →