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首页> 外文期刊>Journal of chemical theory and computation: JCTC >Anharmonic Correction to Adsorption Free Energy from DFT-Based MD Using Thermodynamic Integration
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Anharmonic Correction to Adsorption Free Energy from DFT-Based MD Using Thermodynamic Integration

机译:使用热力学集成从基于DFT的MD吸附自由能的Anharmonic校正

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摘要

Adsorption processes are often governed by weak interactions for which the estimation of entropy contributions by means of the harmonic approximation is prone to be inaccurate. Thermodynamic integration (TI) from the harmonic to the fully interacting system (λ-path integration) can be used to compute anharmonic corrections. Here, we combine TI with (curvilinear) internal coordinates in periodic systems to make the formalism available in computational studies. Our implementation of ab initio molecular dynamics in VASP is independent of the reaction path and can be thus applied to study adsorption processes relative to the gas phase and does hence provide a useful tool for computational catalysis. We discuss the application of the approach on three model systems for which exact semianalytical solutions exist and illustrate and quantify the importance of anharmonic vibrations, hindered rotations, and hindered translations (dissociation). Eventually, we apply the method to study the adsorption of small adsorbates in a zeolite (H-SSZ-13).
机译:吸附过程通常由弱相互作用控制,对于弱相互作用,用谐波近似估计熵贡献很容易不准确。从谐波到完全相互作用系统的热力学积分(TI)(λ-路径积分)可用于计算非谐波修正。在这里,我们将TI与周期系统中的(曲线)内部坐标结合起来,使形式主义在计算研究中可用。我们在VASP中实现的从头算分子动力学与反应路径无关,因此可以应用于研究与气相相关的吸附过程,因此为计算催化提供了有用的工具。我们讨论了该方法在存在精确半解析解的三个模型系统上的应用,并说明和量化了非简谐振动、受阻旋转和受阻平移(分离)的重要性。最后,我们应用该方法研究了小吸附质在沸石(H-SSZ-13)中的吸附。

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    Institute of Catalysis Research and Technology Karlsruhe Institute of Technology Hermann-von-Helmholtz-Platz;

    Institute of Catalysis Research and Technology Karlsruhe Institute of Technology Hermann-von-Helmholtz-Platz;

    Institute of Catalysis Research and Technology Karlsruhe Institute of Technology Hermann-von-Helmholtz-Platz;

    Department of Physical and Theoretical Chemistry Faculty of Natural Sciences Comenius University in Bratislava Ilkovi?ova;

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  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 化学键的量子力学理论;化学;
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