极性气体的第二维里系数及缔合平衡常数和缔合焓方程  

The Second Virial Coefficient, the Equilibrium Constant and Enthalpyof Molecular Association of Polar Gases and the Developmentof Their Model Equations

作　　者：童景山[1] 张建[1] 

机构地区：[1]清华大学化工系,100084

出　　处：《高等学校化学学报》1991年第1期94-97,共4页Chemical Journal of Chinese Universities

摘　　要：本文根据对一些极性气体分子聚集现象的分析,推导出计算极性气体的缔合平衡常数和缔合焓方程.还改进了描述低压下的极性气体PVT行为的简单舍项式维里方程.上述诸方程经计算检验,结果满意.Based on the analysis of the molecular association (dimerization) phenomenon of some polar gases, the equations for calculating the equilibrium constants and heats of dimerization for polar gases are proposed. In addition, the equation for calculating the second virial coefficient of the simply truncated virial equation of state for describnig FVT behavior of gases at low pressure is also modified by introducing the equilibrium constant. The proposed equations were tested, and satisfactory results are obtained.

关 键 词：极性气体 分子聚集 缔合平衡常数 

分 类 号：O642.5[理学—物理化学]