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Nonequilibrium phase transitions in model ferromagnets: A review

机译:模型铁磁体的非平衡相变:综述

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The thermodynamical behaviors of ferromagnetic systems in equilibrium are well studied. However, the ferromagnetic systems far from equilibrium became an interesting field of research in last few decades. Recent exploration of ferromagnetic systems in the presence of a steady magnetic field are also studied by using standard tools of equilibrium statistical physics. The ferromagnet in the presence of time-dependent magnetic field, shows various interesting phenomena. An usual response of a ferromagnet in the presence of a sinusoidally oscillating magnetic field is the hysteresis. Apart from this hysteretic response, the nonequilibrium dynamic phase transition is also a very interesting phenomenon. In this chapter, the nonequilibrium dynamic phase transitions of the model ferromagnetic systems in presence of time-dependent magnetic field axe discussed. For this kind of nonequilibrium phase transition, one cannot employ the standard techniques of equilibrium statistical mechanics. The recent developments in this direction are mainly based on numerical simulation (Monte Carlo). The Monte Carlo simulation of kinetic Ising model, in presence of sinusoidally oscillating (in time but uniform over space) magnetic field, is extensively performed to study the nonequilibrium dynamic phase transition. The temperature variations of dynamic order parameter, dynamic specific heat, dynamic relaxation time etc. near the transition point are discussed. The appearance and behaviors of a dynamic length scale and a dynamic time scale near the transition point are also discussed. All these studies indicate that this proposed dynamic transition is a nonequilibrium thermodynamic phase transition. The disorder (quenched) induced zero temperature (athermal) dynamic transition is studied in random field Ising ferromagnet. The dynamic transition in the Heisenberg ferromagnet is also studied. The nature of this transition in the Heisenberg ferromagnet depends on the anisotropy and the polarisation of the applied time varying magnetic field. The anisotropic Heisenberg ferromagnet in the presence of elliptically polarised magnetic field shows multiple dynamic transitions. This multiple dynamic transitions in anisotropic Heisenberg ferromagnet are discussed here. Recent experimental evidences of dynamic transitions are also discussed very briefly.
机译:很好地研究了铁磁系统在平衡状态下的热力学行为。然而,近几十年来,远非平衡的铁磁系统成为一个有趣的研究领域。还使用平衡统计物理学的标准工具研究了在稳定磁场存在下对铁磁系统的最新探索。铁磁体在存在随时间变化的磁场时,显示出各种有趣的现象。在存在正弦振荡磁场的情况下,铁磁体的常见响应是磁滞现象。除了这种滞后响应,非平衡动态相变也是一个非常有趣的现象。在本章中,讨论了存在时变磁场轴时模型铁磁系统的非平衡动态相变。对于这种非平衡相变,不能采用平衡统计力学的标准技术。这方面的最新进展主要基于数值模拟(蒙特卡罗)。动力学伊辛模型的蒙特卡罗模拟在正弦振荡(时间上一致但在空间上均匀)磁场存在的情况下,广泛用于研究非平衡动态相变。讨论了转变点附近动态阶跃参数,动态比热,动态弛豫时间等的温度变化。还讨论了过渡点附近的动态长度标度和动态时间标度的出现和行为。所有这些研究表明,该提议的动态转变是非平衡热力学相转变。在随机场的伊辛铁磁体中研究了无序(淬火)诱导的零温度(无热)动态转变。还研究了海森堡铁磁体中的动态跃迁。海森堡铁磁体中这种跃迁的性质取决于各向异性和所施加的时变磁场的极化。椭圆极化磁场存在下的各向异性海森堡铁磁体表现出多个动态跃迁。本文讨论了各向异性海森堡铁磁体中的多个动态跃迁。动态过渡的最新实验证据也进行了非常简短的讨论。

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