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基本定律的推理与逻辑证明:献给热力学第二定律的挑战者们

Reasoning and Logical Proofs of the Fundamental Laws: "" for the Challengers of the Second Law of Thermodynamics.

作者信息

Kostic Milivoje

机构信息

Department of Mechanical Engineering, Northern Illinois University, DeKalb, IL 60115, USA.

出版信息

Entropy (Basel). 2023 Jul 24;25(7):1106. doi: 10.3390/e25071106.

Abstract

This comprehensive treatise is written for the special occasion of the author's 70th birthday. It presents his lifelong endeavors and reflections with original reasoning and re-interpretations of the most critical and sometimes misleading issues in thermodynamics-since now, we have the advantage to look at the historical developments more comprehensively and objectively than the pioneers. Starting from Carnot ( of thermodynamics to become) to Kelvin and Clausius ( of thermodynamics), and other followers, the most relevant issues are critically examined and put in historical and contemporary perspective. From the original reasoning of generalized "energy forcing and displacement" to the logical proofs of several fundamental laws, to the ubiquity of thermal motion and heat, and the indestructibility of entropy, including the new concept of "thermal roughness" and "inevitability of dissipative irreversibility," to dissecting "Carnot " and the critical concept of "thermal-transformer," limited by the newly generalized " (CCHWRE)," regarding the inter-complementarity of heat and work, and to demonstrating "" for the "" of the Second Law of thermodynamics, among others, are offered. It is hoped that the novel contributions presented here will enlighten better comprehension and resolve some of the fundamental issues, as well as promote collaboration and future progress.

摘要

这本综合性专著是为作者70岁生日这一特殊时刻而作。它呈现了作者毕生的努力与思考,对热力学中最关键且有时具有误导性的问题进行了原创性推理和重新诠释——因为如今,我们比先驱者们更有优势更全面、客观地审视历史发展。从卡诺(热力学的奠基人)到开尔文和克劳修斯(热力学的重要人物)以及其他追随者,书中对最相关的问题进行了批判性审视,并置于历史和当代的视角之下。从广义的“能量推动与位移”的原始推理到几个基本定律的逻辑证明,从热运动和热的普遍存在到熵的不可毁灭性,包括“热粗糙度”和“耗散不可逆性的必然性”等新概念,再到剖析“卡诺……”以及“热变压器”的关键概念,受新广义的“……(CCHWRE)”限制,涉及热与功的相互补充性,以及为热力学第二定律的“……”证明“……”等等内容都有呈现。希望这里提出的新颖贡献能有助于更好地理解并解决一些基本问题,同时促进合作与未来的进展。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/0284/10378445/7e8382cccee8/entropy-25-01106-g003.jpg

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