摘要
本文导出牛顿定律系统卡诺热机的最佳利润与效率间的关系,并得到最大利润时的效率界限。其结果包含了最大功率和最小熵产率(也即最小损失)两种特例。籍此,作者首次提出了有限时间经济分析和有限时间经济性能界限的概念,为统一现代热力学的各分支研究开拓了方向。
This paper provides a derivation of the relationship between the maximum profit and efficiency for a Carnot heat engine of Newton's law system and gives the efficiency boundary at the maximum profit point.The results obtained include two specific examples featuring a maximum power output and minimum entropy production rate (namely,minimum exergy loss). Based on this, the autho(?)s for the, first time have put forth the conception of a finite time exergy economic analysis and finite time exergy economic performance boundary, which will pave the way for an unified study of the various branches of modern thermodynamics.
出处
《热能动力工程》
CAS
CSCD
北大核心
1991年第4期237-241,共5页
Journal of Engineering for Thermal Energy and Power
关键词
卡诺热机
热泵
利润
效率
modern thermodynamics
Carnot heat engine
inner reversible cycle
exergy economic analysis
optimum design