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Onsager symmetry from mesoscopic time reversibility and the hydrodynamic dispersion tensor for coarse-grained systems

机译:从介绍时间可逆性和粗粒系统的流体动力分散张量的onsager对称性

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摘要

Onsager reciprocity relations derive from the fundamental time reversibility of the underlying microscopic equations of motion. This gives rise to a large set of symmetric cross-coupling phenomena.We here demonstrate that different reciprocity relations may arise from the notion of mesoscopic time reversibility, i.e., reversibility of intrinsically coarse-grained equations of motion.We use Brownian dynamics as an example of such a dynamical description and show how it gives rise to reciprocity in the hydrodynamic dispersion tensor as long as the background flow velocity is reversed as well.
机译:Onsager互惠关系导出了潜在的微观方程的根本可逆性。 这导致大量对称的交叉耦合现象。这里我们证明了不同的互补关系可能从介观时间可逆性的概念出现,即,内在粗粒的运动方程的可逆性。我们用布朗动力学作为一个例子 在这种动态描述中,并且表明它是如何在流体动力学分散卷中产生往复性的,只要背景流速也更好地逆转。

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