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A new model for the surface tension of binary and ternary liquid mixtures based on Peng- Robinson equation of state
作者姓名:胡永琪  李志宝  陆九芳  李以圭  金涌
作者单位:Department of Chemical Engineering,Tsinghua University,Department of Chemical Engineering,Tsinghua University,Department of Chemical Engineering,Tsinghua University,Department of Chemical Engineering,Tsinghua University,Department of Chemical Engineering,Tsinghua University Beijing 100084,China,Beijing 100084,China,Beijing 100084,China,Beijing 100084,China,Beijing 100084,China
基金项目:Project 29676020 supported by the National Nature Science Foundation of China.
摘    要:Based on the surface chemical potential and Peng-Robinson equation of state,a newmodel is proposed to predict and correlate the surface tensions of binary and ternary liquid mix-tures.Using this method,the surface tensions of 73 binary and 8 ternary systems are calculatedwith average relative deviations 1.35% and 3.52% respectively.The proposed model is simple, re-liable and accurate.

关 键 词:surface  tension  liquid  mixture  Peng-Robinson  equation  of  state
收稿时间:1996-9-9
修稿时间: 

A new model for the surface tension of binary and ternary liquid mixtures based on Peng- Robinson equation of state
HU Yongqi,LI Zhibao,LU Jiufang,LI Yigui,JIN Yong.A new model for the surface tension of binary and ternary liquid mixtures based on Peng- Robinson equation of state[J].Chinese Journal of Chemical Engineering,1997,5(3):193-199.
Authors:HU Yongqi  LI Zhibao  LU Jiufang  LI Yigui  JIN Yong
Affiliation:Department of Chemical Engineering, Tsinghua University, Beijing 100084, China
Abstract:Based on the surface chemical potential and Peng-Robinson equation of state, a new model is proposed to predict and correlate the surface tensions of binary and ternary liquid mixtures. Using this method, the surface tensions of 73 binary and 8 ternary systems are calculated with average relative deviations 1.35% and 3.52% respectively. The proposed model is simple, reliable and accurate.
Keywords:surface tension  liquid mixture  Peng-Robinson equation of state
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