Mirarabrazi Meysam, Stolarska Olga, Smiglak Marcin, Robelin Christian
Centre for Research in Computational Thermochemistry (CRCT), Department of Chemical Engineering, École Polytechnique, C.P. 6079, Succursale "Downtown", Montreal, Quebec H3C 3A7, Canada.
Phys Chem Chem Phys. 2017 Dec 20;20(1):637-657. doi: 10.1039/c7cp04678b.
The present paper describes an experimental study and a thermodynamic model for the phase diagrams of the common-cation ternary system [CMPyrr]Cl-[CMPyrr]Br-[CMPyrr]BF (where [CMPyrr] refers to 1-butyl-1-methyl-pyrrolidinium) and of the ternary reciprocal system [CPy], [CPy]‖Cl, Br (where [CPy] refers to 1-alkyl-pyridinium). Phase equilibria were measured by Differential Scanning Calorimetry (DSC) for two isoplethal sections in the common-cation pyrrolidinium-based ternary system. Phase diagram measurements were recently performed for the four common-ion binary subsystems and the two diagonal sections in the pyridinium-based ternary reciprocal system. In each case, the Modified Quasichemical Model was used to model the liquid solution, and the Compound Energy Formalism was used for the relevant solid solutions. For the ternary reciprocal system, the missing thermodynamic properties of the pure compounds were assessed using the Volume-based Thermodynamics (VBT) from Glasser and Jenkins, making it possible to estimate the exchange Gibbs free energy for the reaction [CPy]Br (liquid) + [CPy]Cl (liquid) = [CPy]Cl (liquid) + [CPy]Br (liquid). The experimental diagonal sections [CPy]Br-[CPy]Cl and [CPy]Cl-[CPy]Br were satisfactorily reproduced using solely the optimized model parameters for the four common-ion binary subsystems.
本文描述了关于普通阳离子三元体系[CMPyrr]Cl-[CMPyrr]Br-[CMPyrr]BF(其中[CMPyrr]指1-丁基-1-甲基吡咯烷鎓)以及三元互反体系[CPy],[CPy]‖Cl,Br(其中[CPy]指1-烷基吡啶鎓)相图的实验研究和热力学模型。通过差示扫描量热法(DSC)测量了普通阳离子吡咯烷鎓基三元体系中两个等压截面的相平衡。最近对吡啶鎓基三元互反体系中的四个同离子二元子体系和两个对角线截面进行了相图测量。在每种情况下,采用修正准化学模型对液相溶液进行建模,采用化合物能量形式理论对相关固溶体进行建模。对于三元互反体系,利用Glasser和Jenkins的基于体积的热力学(VBT)评估了纯化合物缺失的热力学性质,从而能够估算反应[CPy]Br(液相)+[CPy]Cl(液相)=[CPy]Cl(液相)+[CPy]Br(液相)的交换吉布斯自由能。仅使用四个同离子二元子体系的优化模型参数,就令人满意地再现了实验对角线截面[CPy]Br-[CPy]Cl和[CPy]Cl-[CPy]Br。