Reversibility in science and in engineering

L.-S. Wang
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Abstract

Thermodynamic ‘reversibility in science’ is associated with microscopic reversibility which prevails at equilibrium in the limit of spontaneity dissipation. In contrast, the original Carnot reversibility – reversibility in engineering – is the idea that the spontaneity in the transfer of heat from a hotter to a cooler body can be harnessed into useful work – the perfection of this operation is the reversible operation which yields maximum useful work, and thereby ‘conserves’ the spontaneity. Approaching reversibility in science is a simple limiting process, while reversibility in engineering is the ideal limits of real reversible-like machines. The Carnot limit has since been generalized into the Gibbs limit and the Landsberg limit. These reversibility limits inspire and guide the continuous improvement and creation of constructive reversible-like processes driven by various kinds of spontaneity.
科学和工程中的可逆性
热力学“科学上的可逆性”与微观可逆性有关,微观可逆性在自发耗散极限的平衡状态下普遍存在。相反,最初的卡诺可逆性——工程上的可逆性——是指热量从较热的物体传递到较冷的物体时的自发性可以被利用成有用的功——这个操作的完美之处在于可逆操作能产生最大的有用功,从而“保持”自发性。科学上接近可逆性是一个简单的极限过程,而工程上的可逆性是真实的类可逆性机器的理想极限。此后,卡诺极限被推广为吉布斯极限和兰氏极限。这些可逆性限制激发和指导了由各种自发性驱动的建设性可逆性过程的持续改进和创造。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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