Llovell Fèlix, Pàmies Josep C, Vega Lourdes F
Institut de Ciència de Materials de Barcelona, (ICMAB-CSIC), Consejo Superior de Investigaciones Científicas, Campus de la UAB, Bellaterra, 08193 Barcelona, Spain.
J Chem Phys. 2004 Dec 1;121(21):10715-24. doi: 10.1063/1.1809112.
A modified version of the statistical associating fluid theory (SAFT), the so-called soft-SAFT equation of state (EOS), has been extended by a crossover treatment to take into account the long density fluctuations encountered when the critical region is approached. The procedure, based on White's work from the renormalization group theory [Fluid Phase Equilibria 75, 53 (1992); L. W. Salvino and J. A. White, J. Chem. Phys. 96, 4559 (1992)], is implemented in terms of recursion relations where the density fluctuations are successively incorporated. The crossover soft-SAFT equation provides the correct nonclassical critical exponents when approaching the critical point, and reduces to the original soft-SAFT equation far from the critical region. The accuracy of the global equation is tested by direct comparison with molecular simulation results of Lennard-Jones chains, obtaining very good agreement and clear improvements compared to the original soft-SAFT EOS. Excellent agreement with vapor-liquid equilibrium experimental data inside and outside the critical region for the n-alkane series is also obtained. We provide a set of transferable molecular parameters for this family, unique for the whole range of thermodynamic properties.
统计缔合流体理论(SAFT)的一个改进版本,即所谓的软SAFT状态方程(EOS),已通过交叉处理进行扩展,以考虑接近临界区域时遇到的长程密度涨落。该程序基于重整化群理论中怀特的工作[《流体相平衡》75, 53 (1992); L. W. 萨尔维诺和J. A. 怀特,《化学物理杂志》96, 4559 (1992)],通过递归关系实现,其中密度涨落被相继纳入。交叉软SAFT方程在接近临界点时给出正确的非经典临界指数,并在远离临界区域时简化为原始的软SAFT方程。通过与 Lennard-Jones 链的分子模拟结果直接比较,测试了全局方程的准确性,与原始软SAFT EOS相比,获得了非常好的一致性和明显的改进。对于正构烷烃系列,在临界区域内外与气液平衡实验数据也取得了极好的一致性。我们为该族提供了一组可转移的分子参数,这些参数对于整个热力学性质范围是唯一的。