论文标题

不可逆性和时间的箭头

Irreversibility and the Arrow of Time

论文作者

Fröhlich, Jürg

论文摘要

在量子理论不可逆性的一般形式主义和各种物理系统演变中的时间箭头中。不可逆转的行为通常以熵产生的幌子表现出来。这激发了我对量子力学熵的简要审查开始本文,这是Elliott Lieb为这一主题做出了出色的贡献,随后列举了不可逆行为的例子以及后来部分分析的一系列时间。随后,提出了来自(量子)统计力学的热力学定律,尤其是热力学定律,以克劳西乌斯(Clausius)和卡诺(Carnot)给出的形式。在第三部分中,回顾了量子粒子与准无量子机械热浴的扩散(布朗)运动的结果。接下来是通过在一个由粒子穿过玻色的粒子组成的系统中发射的声波辐射的摩擦理论的概述,并与之相互作用。在本文中最重要的部分中,讨论了量子力学固有的基本箭头。

Within the general formalism of quantum theory irreversibility and the arrow of time in the evolution of various physical systems are studied. Irreversible behavior often manifests itself in the guise of entropy production. This motivates me to begin this paper with a brief review of quantum-mechanical entropy, a subject that Elliott Lieb has made outstanding contributions to, followed by an enumeration of examples of irreversible behavior and of an arrow of time analyzed in later sections. Subsequently, a derivation of the laws of thermodynamics from (quantum) statistical mechanics, and, in particular, of the Second Law of thermodynamics, in the forms given to it by Clausius and Carnot, is presented. In a third part, results on diffusive (Brownian) motion of a quantum particle interacting with a quasi-free quantum-mechanical heat bath are reviewed. This is followed by an outline of a theory of friction by emission of Cherenkov radiation of sound waves in a system consisting of a particle moving through a Bose- Einstein condensate and interacting with it. In what may be the most important section of this paper, the fundamental arrow of time inherent in Quantum Mechanics is discussed.

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