CIESC Journal

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CUBIC CHAIN-OF-ROTATORS EQUATION OF STATE——LOCAL COMPOSITION VERSION

郭天民   

  1. Beijing Graduate School, East China Petroleum Institute
  • 收稿日期:1900-01-01 修回日期:1900-01-01 出版日期:1985-12-28 发布日期:1985-12-28
  • 通讯作者: 郭天民

CUBIC CHAIN-OF-ROTATORS EQUATION OF STATE——LOCAL COMPOSITION VERSION

GUO Tianmin   

  1. Beijing Graduate School, East China Petroleum Institute
  • Received:1900-01-01 Revised:1900-01-01 Online:1985-12-28 Published:1985-12-28
  • Contact: GUO Tianmin

摘要: For further improving the representation of mixture VLE data,the local composition version of CCORequation of state has been developed and tested on 42 sets low-pressure and high-pressure as well as polarand nonpolar VLE data.The data reduction results were compared with conventional quadratic mixing ruleand activity coefficient method.The comparison with quadratic mixing rule showed that the local composition version significantly im-proved the data fitting of polar systems,especially for those highly nonideal mixtures where quadratic mixingrule failed to fit satisfactorily.The comparison with the well-known activity coefficient method——Hayden-O’Connell-Wilson model,indicated that this new version gave,in general,better fit to those low-pressure strongly polar systems,which traditionally has to be treated by activity coefficient approach.

Abstract: For further improving the representation of mixture VLE data,the local composition version of CCORequation of state has been developed and tested on 42 sets low-pressure and high-pressure as well as polarand nonpolar VLE data.The data reduction results were compared with conventional quadratic mixing ruleand activity coefficient method.The comparison with quadratic mixing rule showed that the local composition version significantly im-proved the data fitting of polar systems,especially for those highly nonideal mixtures where quadratic mixingrule failed to fit satisfactorily.The comparison with the well-known activity coefficient method——Hayden-O’Connell-Wilson model,indicated that this new version gave,in general,better fit to those low-pressure strongly polar systems,which traditionally has to be treated by activity coefficient approach.