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任意循环的卡诺循环分解的综合讨论
引用本文:周丰群,王金艳.任意循环的卡诺循环分解的综合讨论[J].河南科学,2002,20(1):14-19.
作者姓名:周丰群  王金艳
作者单位:1. 平顶山师范高等专科学校物理系,河南,平顶山,467000
2. 洛阳师范学院物理系,河南,洛阳,471022
摘    要:综合讨论了任意循环的两种卡诺循环分解法 ,指出不能采用“串联”分解法来证明任意循环效率的极限 ,但可用这两种分解法来证明克劳修斯等式和不等式 ,同时指出了一些文献在涉及该问题时所存在的不妥之处。

关 键 词:任意循环  卡诺循环  效率  克劳修斯等式和不等式
文章编号:1004-3918(2002)01-0014-06
修稿时间:2001年11月10

A further investigation on resolving arbitrary cycle into carnot cycles
ZHOU Feng-qun,WANG Jin-yan.A further investigation on resolving arbitrary cycle into carnot cycles[J].Henan Science,2002,20(1):14-19.
Authors:ZHOU Feng-qun  WANG Jin-yan
Institution:ZHOU Feng-qun+1,WANG Jin-yan+2
Abstract:Two methods of resolution of an arbitrary cycle into Carnot cycles are discussed. It is pointed out that the one of the two methods is unusable in the proof of efficiency limit in the arbitrary cyclic process, but they are usable in the proof of Clausius equality or Clausius inequality. At the some time, some inappropriate parts existing in some literature are pointed out.
Keywords:arbitrary cyclic process  carnot cycle  efficiency  clausius equality and clausius inequality
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