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The physics and mathematics of the second law of thermodynamics [Review]

机译:热力学第二定律的物理和数学[综述]

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The essential postulates of classical thermodynamics are formulated, from which the second law is deduced as the principle of increase of entropy in irreversible adiabatic processes that take one equilibrium state to another. The entropy constructed here is defined only for equilibrium states and no attempt is made to define it otherwise. Statistical mechanics does nut enter these considerations. One of the main concepts that makes everything work is the comparison principle (which, in essence, states that given any two states of the same chemical composition at least one is adiabatically accessible from the other) and we show that it can be derived from some assumptions about the pressure and thermal equilibrium Temperature is derived from entropy, but at the start not even the concept of 'hotness' is assumed. Our formulation offers a certain clarity and rigor that goes beyond most textbook discussions of the second law. (C) 1999 E.H. Lieb and J. Yngvason. Published by Elsevier Science B.V. [References: 72]
机译:制定了经典热力学的基本假设,从中推论出第二定律,作为将一个平衡态转换为另一个平衡态的不可逆绝热过程中熵增加的原理。此处构造的熵仅针对平衡态进行定义,而未尝试对其进行定义。统计机制并没有输入这些考虑因素。使一切正常工作的主要概念之一是比较原理(本质上说,给定化学组成相同的任何两个状态,至少一个可以绝热地相互转化),并且我们证明了它可以从某些概念中得出。关于压力和热平衡的假设温度是从熵得出的,但一开始甚至没有假设“热度”的概念。我们的表述提供了一定的清晰度和严谨性,这超出了大多数教科书中关于第二定律的讨论。 (C)1999年Lieb和J. Yngvason。由Elsevier Science B.V.发布[参考:72]

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