Effect of mesoscopic magnetomechanical hysteresis on magnetization curves and first-order reversal curve diagrams of magnetoactive elastomers

被引:8
|
作者
Vaganov, Mikhail V. [1 ]
Raikher, Yuriy L. [1 ,2 ]
机构
[1] Russian Acad Sci, Ural Branch, Inst Continuous Media Mech, Perm 614068, Russia
[2] Ural Fed Univ, Inst Nat Sci & Math, Ekaterinburg 620081, Russia
关键词
FORC diagram; magnetic hysteresis; magnetoactive elastomer; magnetorheological elastomer; PARTICLE-SYSTEMS;
D O I
10.1088/1361-6463/ab9674
中图分类号
O59 [应用物理学];
学科分类号
摘要
Magnetoactive elastomers may display magnetic hysteresis, even if they are filled only with magnetically soft particles. In this work we discuss application of the first-order reversal curve (FORC) analysis to identify and study hysteresis of that kind. To obtain theoretical magnetization curves and FORC diagrams for the composites in question, a simple model comprising two magnetically soft particles embedded in an elastic environment is proposed. Elucidation of the features present in FORC diagrams is conducted using computer simulation. Despite the simplicity of the model, it allows one to explain the origin of diagonal ridge patterns, which turn up in the FORC diagrams of elastomer composites with magnetically soft filler, and to quantify the experimental results. As the ridge pattern of the diagrams is inherently exclusive to such types of materials, it could be useful for their diagnostics.
引用
收藏
页数:8
相关论文
共 50 条
  • [21] Exploring Effects of Magnetic Nanowire Arrangements and Imperfections on First-Order Reversal Curve Diagrams
    Kouhpanji, Mohammad Reza Zamani
    Stadler, Bethanie
    IEEE TRANSACTIONS ON MAGNETICS, 2022, 58 (02)
  • [22] Magnetic unmixing of first-order reversal curve diagrams using principal component analysis
    Lascu, Ioan
    Harrison, Richard J.
    Li, Yuting
    Muraszko, Joy R.
    Channell, James E. T.
    Piotrowski, Alexander M.
    Hodell, David A.
    GEOCHEMISTRY GEOPHYSICS GEOSYSTEMS, 2015, 16 (09): : 2900 - 2915
  • [23] Detection of noninteracting single domain particles using first-order reversal curve diagrams
    Egli, Ramon
    Chen, Amy P.
    Winklhofer, Michael
    Kodama, Kenneth P.
    Horng, Chorng-Shern
    GEOCHEMISTRY GEOPHYSICS GEOSYSTEMS, 2010, 11
  • [24] Reconstructing phase-resolved hysteresis loops from first-order reversal curves
    Dustin A. Gilbert
    Peyton D. Murray
    Julius De Rojas
    Randy K. Dumas
    Joseph E. Davies
    Kai Liu
    Scientific Reports, 11
  • [25] Reconstructing phase-resolved hysteresis loops from first-order reversal curves
    Gilbert, Dustin A.
    Murray, Peyton D.
    De Rojas, Julius
    Dumas, Randy K.
    Davies, Joseph E.
    Liu, Kai
    SCIENTIFIC REPORTS, 2021, 11 (01)
  • [26] Characterization of static hysteresis models using first-order reversal curves diagram method
    Stancu, A
    Andrei, P
    PHYSICA B-CONDENSED MATTER, 2006, 372 (1-2) : 72 - 75
  • [27] Rate dependence of first-order reversal curves by using a dynamic Preisach model of hysteresis
    Andrei, P
    Caltun, O
    Stancu, A
    PHYSICA B-CONDENSED MATTER, 2006, 372 (1-2) : 265 - 268
  • [28] First-order reversal curve analysis of superparamagnetic nanoparticles with oriented easy axis of magnetization
    Sasaoka, Eisuke
    Yang, Chao
    Trisnanto, Suko Bagus
    Song, Zenglu
    Ota, Satoshi
    Takemura, Yasushi
    Journal of the Magnetics Society of Japan, 2023, 47 (04) : 115 - 117
  • [29] Hysteretic giant magnetoimpedance effect analyzed by first-order reversal curves
    Beron, F.
    Valenzuela, L. A.
    Knobel, M.
    Melo, L. G. C.
    Pirota, K. R.
    JOURNAL OF MAGNETISM AND MAGNETIC MATERIALS, 2012, 324 (08) : 1601 - 1605
  • [30] Angular first-order reversal curves: an advanced method to extract magnetization reversal mechanisms and quantify magnetostatic interactions
    Proenca, M. P.
    Ventura, J.
    Sousa, C. T.
    Vazquez, M.
    Araujo, J. P.
    JOURNAL OF PHYSICS-CONDENSED MATTER, 2014, 26 (11)