摘要
根据现代非平衡统计理论和有限时间经济分析法,研究受热漏影响的谐振子系统量子卡诺热机在经典极限下的经济最优性能.得到了量子热机的最大利润率以及对应的最佳功率和效率.
Based on modern non-equilibrium statistical theory and exergoeconomic analyticmethod at finite time, exergoeconomic optimal performance of a Carnot quantum engine with irreversibilities of heat resistance and heat leak is studied in this paper. The maximum profit, the optimal POwer output and the optimal efficiency corresponding maximum profit are derived. APplyingresult has some significance for heat engine device.
出处
《武汉水利电力大学学报》
CSCD
1996年第6期110-113,共4页
Engineering Journal of Wuhan University
关键词
谐振子
统计力学
卡诺热机
量子力学
YONG
harmonic oscillators
statistical mechanics
Carnot engine
quantum mechanics
exergoeconomic profit.