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汽液相变系统的平衡稳定性分析
引用本文:吴双应,曾丹苓,李友荣.汽液相变系统的平衡稳定性分析[J].热能动力工程,2005,20(5):486-488.
作者姓名:吴双应  曾丹苓  李友荣
作者单位:重庆大学,动力工程学院,重庆,400044
摘    要:以非平衡热力学理论为基础,通过引入可用能这个汽液相变换热过程的一个重要的功势函数,对汽液相变系统的可用能进行了分析,得到了汽液相变系统的可用能变化的计算式,并以此为判据来分析汽液相变系统的稳定性,得到了汽液相变系统的相平衡条件、力学稳定性条件和热稳定性条件。并给出了有关物理意义;定义了汽液相变时的汽、液相的力稳边际曲线。结果表明,汽液相变系统的力稳条件不同于简单可压缩单相系统的力稳条件,相变力稳边际曲线是相变时不可逾越的界限。

关 键 词:非平衡热力学  汽液相变系统  可用能  平衡稳定性
文章编号:1001-2060(2005)05-0486-03
收稿时间:2005-03-28
修稿时间:2005-03-282005-05-11

Equilibrium Stability Analysis of a Liquid-vapor Phase Transition System
WU Shuang-ying,ZENG Dan-ling,LI You-rong.Equilibrium Stability Analysis of a Liquid-vapor Phase Transition System[J].Journal of Engineering for Thermal Energy and Power,2005,20(5):486-488.
Authors:WU Shuang-ying  ZENG Dan-ling  LI You-rong
Abstract:On the basis of the theory of non-equilibrium thermodynamics and through the introduction of an important work/potential function in the heat exchange process of a liquid-vapor phase transition,the so-called available energy,an analysis was conducted of the available energy of the liquid-vapor phase transition system.As a result,a calculation formula for the available energy variation of the liquid-vapor phase transition system was obtained,and using this as criteria an analysis was performed of the stability of the liquid-vapor phase transition system.Thus,obtained were the phase equilibrium conditions of the above-mentioned system,mechanics stability conditions and thermal stability conditions with relevant physical meanings being also given.Furthermore,a definition is provided for the liquid and vapor phase force-stable marginal curves during the liquid-vapor phase transition.It can be shown that the force-stable condition of the liquid-vapor phase transition system is different from that of a simple compressible single-phase system.The phase transition force-stable marginal curves constitute a limit or boundary which cannot be overstepped during a phase transition.
Keywords:non-equilibrium thermodynamics  liquid-vapor phase transition system  available energy  equilibrium stability
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