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Statistical thermodynamics of the Fr?hlich-Bose-Einstein condensation of magnons out of equilibrium

机译:FR的统计热力学?HLICH-BOSE-EINSTEIN的氧化龙凝块的凝块凝结

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This work presents a nonequilibrium statistical-thermodynamic approach to the study of a Fr?hlich-Bose- Einstein condensation of magnons under radio-frequency radiation pumping. Fr?hlich-Bose-Einstein condensates display a complex behavior consisting in steady-state conditions to the emergence of a synergetic dissipative structure resembling the Bose-Einstein condensation of systems in equilibrium. Then a kind of "two-fluid model" arises: the "normal" nonequilibrium structure and the Fr?hlich condensate, which is shown to be an attractor to the system. In this study we analyze some aspects of the irreversible thermodynamics of this dissipative complex system.We obtained the expression for the informational entropy of the two-fluid condensate and introduced an order parameter to characterize the role of the Fr?hlich interaction in ordering the system. The analysis highlights the order increase due to the Fr?hlich interaction. We also study the informational entropy production of the system, considering its internal and external parts. Finally, the Glansdorff-Prigogine criteria for evolution and (in)stability are verified.
机译:该工作提出了一种非核状统计 - 热力学方法,用于在射频辐射泵送下振荡器的FRαHLICH-BOSE-Einstein凝结凝结。 FR?Hlich-Bose-Einstein缩合物显示出在稳态条件下组成的复杂行为,以出现类似于均衡系统的培养的嗜氨酸浓缩素凝聚的协同耗散结构。然后出现一种“两种流体模型”:“正常”非QuibiBribrium结构和FR?HLICH冷凝物,其被示出为系统的吸引子。在这项研究中,我们分析了这种耗散复合体系的不可逆热力学的一些方面。我们获得了两种流体凝结物的信息熵的表达,并引入了一个订单参数,以表征FR的作用在订购系统时的互换相互作用。由于FR的互动,分析突出了订单增加。我们还考虑其内部和外部部件来研究系统的信息熵生产。最后,验证了进化和(IN)稳定性的Glansdorff-praigogin标准。

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