Feidt Michel, Costea Monica
Laboratory of Energetics, Theoretical and Applied Mechanics (LEMTA), URA CNRS 7563, University of Lorraine, 54518 Vandoeuvre-lès-Nancy, France.
Department of Engineering Thermodynamics, University Politehnica of Bucharest, 060042 Bucharest, Romania.
Entropy (Basel). 2022 Jan 4;24(1):84. doi: 10.3390/e24010084.
This paper presents a new step in the optimization of the Chambadal model of the Carnot engine. It allows a sequential optimization of a model with internal irreversibilities. The optimization is performed successively with respect to various objectives (e.g., energy, efficiency, or power when introducing the duration of the cycle). New complementary results are reported, generalizing those recently published in the literature. In addition, the new concept of entropy production action is proposed. This concept induces new optimums concerning energy and power in the presence of internal irreversibilities inversely proportional to the cycle or transformation durations. This promising approach is related to applications but also to fundamental aspects.
本文展示了卡诺热机Chambadal模型优化方面的新进展。它允许对具有内部不可逆性的模型进行顺序优化。针对各种目标(例如,引入循环持续时间时的能量、效率或功率)依次进行优化。报告了新的补充结果,对文献中最近发表的结果进行了推广。此外,还提出了熵产生作用的新概念。在存在与循环或变换持续时间成反比的内部不可逆性的情况下,这一概念引出了关于能量和功率的新最优解。这种有前景的方法既与应用相关,也与基础方面相关。