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An Extension of CEOS/A~E Zero-Pressure Mixing Rule for An Optimum Two-parameter Cubic Equation of State

机译:最优两参数立方状态方程的CEOS / A〜E零压混合规则的扩展

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Cubic equations of state are widely used in refinery and petroleum reservoir industries for the prediction of phase behavior. Two of the most well-known cubic equations of state broadly accepted in industry are SRK and PR equations. However, neither SRK nor PR yields the best results for the prediction of liquid densities of polar components and heavy hydrocarbons. An approach is proposed to locate an optimum two-parameter cubic equation of state. A methodology is also proposed to modify Twu's CEOS/A~E zero-pressure mixing rules to extend the application range of Twu's mixing rules. The mixing rule developed in this work is incorporated into our new cubic equation of state for the prediction of phase equilibria of highly non-ideal chemical mixtures.
机译:立方状态方程在炼油和石油储藏行业中广泛用于预测相态。 SRK和PR方程是工业界广泛接受的两个最著名的状态立方方程。但是,无论是SRK还是PR,都无法得出预测极性组分和重烃的液体密度的最佳结果。提出了一种定位最佳两参数立方状态方程的方法。还提出了一种修改Twu的CEOS / A〜E零压力混合规则的方法,以扩展Twu的混合规则的应用范围。在这项工作中开发的混合规则被并入我们的新的立方状态方程中,用于预测高度不理想的化学混合物的相平衡。

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