首页> 外文期刊>Journal of Computational Chemistry: Organic, Inorganic, Physical, Biological >Dynamic Charge Equilibration-morse stretch force field: Application to energetics of pure silica zeolites
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Dynamic Charge Equilibration-morse stretch force field: Application to energetics of pure silica zeolites

机译:动态电荷平衡-莫尔斯拉伸力场:在纯硅沸石高能学中的应用

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We present the Dynamic Charge Equilibration (DQEq) method for a self-consistent treatment of charge transfer in force field modeling, where atomic charges are designed to reproduce electrostatic potentials calculated quantum mechanically. Force fields coupled with DQEq allow charges to readjust as geometry changes in classical simulations, using appropriate algorithms for periodic boundary conditions. The full electrostatic energy functional is used to derive the corresponding forces and the second derivatives (hessian) for vibrational calculations. Using DQEq electrostatics, we develop a simple nonbond force field for simulation of silica molecular sieves, where nonelectrostatic interactions are described by two-body Morse stretch terms. Energy minimization calculations with the new force field yield accurate unit cell geometries for siliceous zeolites. Relative enthalpies with respect to quartz and third-law entropies calculated from harmonic vibrational analysis agree very well with available calorimetric data: calculated SiO2 enthalpies relative to a-quartz are within, 2 kJ/mol and entropies at 298 K are within 3 Ymol K of the respective experimental values. Contributions from the zero point energy and vibrational degrees of freedom were found to be only about I kJ/mol for the free energy of mutual transformations between microporous silica polymorphs. The approach presented here can be applied to interfaces and other oxides as well and it is suitable for development of force fields for accurate modeling of geometry and energetics of microporous and mesoporous materials, while providing a realistic description of electrostatic fields near surfaces and inside pores of adsorbents and catalysts. (C) 2002 Wiley Periodicals, Inc. [References: 53]
机译:我们提出了一种动态电荷平衡(DQEq)方法,用于在力场建模中对电荷转移进行自洽处理,其中原子电荷被设计为可重现以机械方式计算出的静电势。力场与DQEq结合使用,可以使用适当的周期性边界条件算法,随着经典模拟中几何形状的变化重新调整电荷。完整的静电能量泛函用于导出相应的力以及用于振动计算的二阶导数(hessian)。使用DQEq静电,我们开发了一个简单的非键力场,用于模拟二氧化硅分子筛,其中非静电相互作用由两体莫尔斯拉伸术语描述。利用新的力场进行的能量最小化计算可得出硅质沸石的精确晶胞几何形状。根据谐波振动分析计算出的相对于石英和三次定律熵的相对焓与可用的量热数据非常吻合:相对于a石英,计算出的SiO2焓在2 kJ / mol以内,在298 K时的熵在3 Ymol K以内各自的实验值。对于微孔二氧化硅多晶型物之间相互转化的自由能,零点能量和振动自由度的贡献仅约为1 kJ / mol。这里介绍的方法也可以应用于界面和其他氧化物,并且适合于力场的开发,以对微孔和中孔材料的几何形状和能量进行精确建模,同时提供对表面和内部孔隙附近的静电场的真实描述。吸附剂和催化剂。 (C)2002 Wiley Periodicals,Inc. [参考:53]

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