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Mathematical model for multicomponent adsorption equilibria using only pure component data

机译:仅使用纯组件数据的多组分吸附均衡的数学模型

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A mathematical model for nonideal adsorption equilibria in multicomponent mixtures is derived and applied with good results for pure components as well as multicomponent mixturs using only pure component data. The multicomponent model is derived on the basis of vacancy solution theory and Non-Random-Two-Liquid (NRTL) theory. The NRTL equation is able to describe immiscible liquid systems which indicates that the mathematical model may be capable of describing strongly nonideal adsorption systems. The combination of the vacancy solution and NRTL theories accounts for adsorbent-adsorbate and adsorbate-adsorbate interactions by means of surface phase activity coefficients which depend on temperature, composition and spreading presusre. Fugacity coefficients in the bulk gas phase are calculated by the Second Virial Equation.
机译:衍生和应用多组分混合物中的非膜吸附均衡的数学模型,并且仅使用仅使用纯组分数据的纯组分以及多组分混合效果。基于空位解决方案理论和非随机二液(NRTL)理论来源的多组分模型。 NRTL方程能够描述不混溶的液体系统,该液体系统表示数学模型可以能够描述强不端的吸附系统。空位溶液和NRT1理论的组合鉴于通过表面相活系料的吸附 - 吸附和吸附 - 吸附相互作用,其取决于温度,组成和展示预料。散装气相中的逃逸系数由第二种病毒等式计算。

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