Ferromagnets and Kelvin's medium: basic equations and wave processes
EF Grekova - Journal of Computational Acoustics, 2001 - World Scientific
Journal of Computational Acoustics, 2001•World Scientific
The nonlinear constitutive equations of Kelvin's medium (a nonlinear elastic polar medium
consisting of rotating particles) are obtained. We establish the analogy between basic
equations of saturated elastic ferromagnetic insulators and basic equations of Kelvin's
medium. The most general way of taking the couplings of magnetic and elastic subsystems
into account is suggested. Wave processes are investigated from this point of view. All
results are interpreted both in terms of mechanical medium and ferromagnets.
consisting of rotating particles) are obtained. We establish the analogy between basic
equations of saturated elastic ferromagnetic insulators and basic equations of Kelvin's
medium. The most general way of taking the couplings of magnetic and elastic subsystems
into account is suggested. Wave processes are investigated from this point of view. All
results are interpreted both in terms of mechanical medium and ferromagnets.
The nonlinear constitutive equations of Kelvin's medium (a nonlinear elastic polar medium consisting of rotating particles) are obtained. We establish the analogy between basic equations of saturated elastic ferromagnetic insulators and basic equations of Kelvin's medium. The most general way of taking the couplings of magnetic and elastic subsystems into account is suggested. Wave processes are investigated from this point of view. All results are interpreted both in terms of mechanical medium and ferromagnets.
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