首页> 外文会议>Biennial conference on carbon : Extended abstracts and progra;Conference on carbon : Extended abstracts and progra;CARBON '99 >CALCULATION OF BINARY ADSORPTION EQUILIBRIA: HYDROCARBONS AND CARBON DIOXIDE ON ACTIVATED CARBON
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CALCULATION OF BINARY ADSORPTION EQUILIBRIA: HYDROCARBONS AND CARBON DIOXIDE ON ACTIVATED CARBON

机译:二元吸附平衡的计算:活性炭上的烃和二氧化碳

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The calculations are based on pure component and multicomponent models for adsorption equilibria which have been derived in details elsewhere. The pure component model was derived on the basis of Vacancy Solution Theory (VST) and the Non-Random-Two-Liquid (NRTL) model. The NRTL equation is capable of describing equilibria in immiscible liquid systems; consequently, it is expected to be able to describe strongly non-ideal adsorbates. The multicomponent model was derived by combining the pure component model with Adsorbate Solution Theory (AST) thus yielding a model for non-ideal multicomponent adsorption equilibria. In this work activity coefficients in the adsorbate phase are calculated by means of the Spreading-Pressure-Dependency (SPD) model. Parameter estimation has been performed in two steps: 1. The five parameters of the pure component model were estimated for each adsorbate using experimental pure component data. The five parameters are (subscript i refers to adsorbate and v to vacancies): a_(iv), the nonrandomness constant and the temperature dependent parameters Q_~∞(T), the amount of adsorbed i at saturation b_i(T), Henry's law constant Υ_(iv)(T), Υ_vi(T), parameters in the NRTL equation. 2. The shape factors s_1, s_2 and the cross-lateral interaction parameter β_(ij) in the SPD model were estimated using experimental data for binary adsorption.
机译:该计算基于吸附平衡的纯组分和多组分模型,这些模型已在其他地方进行了详细介绍。纯组件模型是根据空缺解答理论(VST)和非随机二液(NRTL)模型导出的。 NRTL方程能够描述不混溶液体系统中的平衡。因此,期望能够描述强烈的非理想吸附物。通过将纯组分模型与吸附剂溶液理论(AST)相结合,得出了多组分模型,从而得出了非理想的多组分吸附平衡模型。在这种工作中,吸附物相中的活度系数是通过扩散-压力依赖性(SPD)模型计算的。参数评估分两个步骤进行:1.使用实验性纯组分数据估算每种吸附物的纯组分模型的五个参数。这五个参数是(下标i表示吸附质,v表示空位):a_(iv),非随机常数和温度相关参数Q_〜∞(T),饱和时i的吸附量b_i(T),亨利定律常数Υ_(iv)(T),Υ_vi(T),NRTL方程中的参数。 2.利用二元吸附实验数据估算了SPD模型中的形状因子s_1,s_2和横向相互作用参数β_(ij)。

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