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二氧化碳水合物的分子动力学模拟:三相共存线的预测

Molecular dynamics simulation of CO2 hydrates: Prediction of three phase coexistence line.

作者信息

Míguez J M, Conde M M, Torré J-P, Blas F J, Piñeiro M M, Vega C

机构信息

Laboratoire des Fluides Complexes et leurs Réservoirs, UMR 5150, Université de Pau et des Pays de l'Adour, B. P. 1155, Pau-Cedex 64013, France.

Departamento de Física Aplicada, Facultad de Ciencias Experimentales, and Centro de Física Teórica y Matemática FIMAT, Universidad de Huelva, 21071 Huelva, Spain.

出版信息

J Chem Phys. 2015 Mar 28;142(12):124505. doi: 10.1063/1.4916119.

Abstract

The three phase equilibrium line (hydrate-liquid water-liquid carbon dioxide) has been estimated for the water + carbon dioxide binary mixture using molecular dynamics simulation and the direct coexistence technique. Both molecules have been represented using rigid nonpolarizable models. TIP4P/2005 and TIP4P/Ice were used for the case of water, while carbon dioxide was considered as a three center linear molecule with the parameterizations of MSM, EPM2, TraPPE, and ZD. The influence of the initial guest occupancy fraction on the hydrate stability has been analyzed first in order to determine the optimal starting configuration for the simulations, paying attention to the influence of the two different cells existing in the sI hydrate structure. The three phase coexistence temperature was then determined for a pressure range from 2 to 500 MPa. The qualitative shape of the equilibrium curve estimated is correct, including the high pressure temperature maximum that determines the hydrate re-entrant behaviour. However, in order to obtain quantitative agreement with experimental results, a positive deviation from the classical Lorentz-Berthelot combining rules must be considered.

摘要

利用分子动力学模拟和直接共存技术,对水 + 二氧化碳二元混合物的三相平衡线(水合物 - 液态水 - 液态二氧化碳)进行了估算。两种分子均采用刚性非极化模型表示。水的情况使用了TIP4P/2005和TIP4P/Ice模型,而二氧化碳被视为具有MSM、EPM2、TraPPE和ZD参数化的三中心线性分子。首先分析了初始客体占据分数对水合物稳定性的影响,以确定模拟的最佳起始构型,同时关注sI水合物结构中存在的两种不同晶胞的影响。然后确定了2至500 MPa压力范围内的三相共存温度。估算出的平衡曲线的定性形状是正确的,包括决定水合物再进入行为的高压温度最大值。然而,为了与实验结果取得定量一致,必须考虑与经典洛伦兹 - 贝托洛结合规则的正偏差。

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