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Does temperature fluctuate? The fluctuation-dissipation theorem considered as an equation describing quantum mechanical experiments, and application to the dynamic glass transition

机译:温度会波动吗?波动耗散定理被视为描述量子力学实验的方程,并应用于动态玻璃化转变

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In an earlier Letter to the Editor (Donth E, Hempel E and Schick C 2000 J. Phys.: Condens, Matter. 12L281) it was shown that the characteristic length of the dynamic glass transition in confined geometries favours the von Laue approach to thermodynamics over the Gibbs approach. In the present paper the two approaches are compared as regards their ability to describe temperature fluctuations and statistically independent nanometre subsystems representative for linear response of the whole sample. It is discussed why the dynamic glass transition can reflect properties of a quantum mechanical (qm) experiment (measurement process). The fluctuation-dissipation theorem (FDT) is interpreted as an equation describing a stationary succession of such experiments. The thermodynamics constructed from such an FDT is consistent with the second law: this law is inherent and the time arrow follows merely from the properties of the qm experiments. [References: 59]
机译:在较早的致编辑的信中(Donth E,Hempel E和Schick C 2000 J. Phys.:Condens,Matter。12L281),表明了在受限几何形状中动态玻璃化转变的特征长度有利于冯·劳厄热力学方法在吉布斯方法上。在本文中,比较了两种方法描述温度波动的能力以及代表整个样品线性响应的统计独立的纳米子系统的能力。讨论了为什么动态玻璃化转变可以反映出量子力学(qm)实验(测量过程)的特性。波动耗散定理(FDT)被解释为描述此类实验平稳连续的方程。由这种FDT构造的热力学与第二定律是一致的:该定律是固有的,并且时间箭头仅根据qm实验的性质而定。 [参考:59]

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