火用
熵产生
可用能
缩小
等温过程
熵(时间箭头)
热力学
生产(经济)
热力学第二定律
数学
数学优化
物理
经济
宏观经济学
作者
Petr Vágner,Michal Pavelka,František Maršík
标识
DOI:10.1515/jnet-2016-0043
摘要
Abstract The well-known Gouy–Stodola theorem states that a device produces maximum useful power when working reversibly, that is with no entropy production inside the device. This statement then leads to a method of thermodynamic optimization based on entropy production minimization. Exergy destruction (difference between exergy of fuel and exhausts) is also given by entropy production inside the device. Therefore, assessing efficiency of a device by exergy analysis is also based on the Gouy–Stodola theorem. However, assumptions that had led to the Gouy–Stodola theorem are not satisfied in several optimization scenarios, e.g. non-isothermal steady-state fuel cells, where both entropy production minimization and exergy analysis should be used with caution. We demonstrate, using non-equilibrium thermodynamics, a few cases where entropy production minimization and exergy analysis should not be applied.
科研通智能强力驱动
Strongly Powered by AbleSci AI