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Robust algorithms for the calculation of phase equilibrium

机译:用于相平衡计算的鲁棒算法

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An algorithm for the solution of the phase equilibrium problem at constant pressure andrntemperature (P,T flash) is presented. The approach is based on the formulation of thernphase stability problem as a dual optimisation problem that results from thernminimisation of the Helmholtz free energy. The problem is solved in composition andrnvolume space, which is especially suited to complex equations of state (EOS) that arernhigher than cubic functions in volume, and formulated in the Helmholtz free energy,rnsuch as SAFT (statistical associating fluid theory) [Chapman, W.G., Gubbins, K.E., Jackson, G.rnand Radosz, M. Ind. Eng. Chem. Res., 29 (1990), pp. 1709.]. With the proposed method, one isrnmathematically guaranteed to find all stable phases for multi-component systems withrnany number of fluid phases. Results are presented for the case of liquid-liquid equilibriarnin an asymmetric ternary system, modelled with a SAFT EOS.
机译:提出了一种解决常压常温下相平衡问题的算法。该方法基于将相位稳定性问题表述为双重优化问题,这是由亥姆霍兹自由能的最小化产生的。该问题在组成和体积空间上得到了解决,特别适合体积比立方函数高的复杂状态方程(EOS),并由亥姆霍兹自由能公式化,例如SAFT(统计缔合流体理论)[Chapman,WG ,古宾斯,KE,杰克逊,G.rnand Radosz,M。化学Res。29(1990),pp。1709.]。利用所提出的方法,可以用数学方法保证找到具有任意数量流体相的多组分系统的所有稳定相。给出了使用SAFT EOS建模的非对称三元系统中液-液平衡的结果。

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