晶体结构预测
晶体结构
密度泛函理论
格子(音乐)
分子
统计物理学
材料科学
单体
Crystal(编程语言)
晶格能
计算机科学
协议(科学)
晶格常数
微扰理论(量子力学)
能量最小化
化学物理
结晶学
分子物理学
计算物理学
生物系统
摄动(天文学)
分子动力学
力场(虚构)
算法
计算化学
热力学
作者
Rahul Nikhar,Krzysztof Szalewicz
标识
DOI:10.1021/acs.jctc.5c00628
摘要
Crystal structure prediction (CSP) methods are of importance for pharmaceutical, electronic, agricultural, and energetic materials. Most CSPs are performed by minimizing lattice energies of quasi-randomly generated polymorphs using either atom-atom force fields (FFs) or dispersion-augmented periodic density functional theory (pDFT+D) calculations. In the former case, the FFs can be of empirical nature or tailor-fitted to results of ab initio calculations. It has been recently shown that intermonomer FFs fitted to symmetry-adapted perturbation theory interaction energies, inter-aiFFs, perform exceedingly well compared to empirical FFs (empFFs) for crystals with rigid monomers. Here, we show that empFF-based CSPs for crystals with flexible monomers are generally not reliable and design a method for developing intramonomer FFs fitted to ab initio calculations for monomers (intra-aiFFs). These were used together with inter-aiFFs in full-dimensional CSPs to predict the crystal structure of 2-acetamido-4,5-dinitrotoluene with 6 soft degrees of freedom. For the 1000 lowest lattice energy polymorphs predicted by such an aiFF-based approach, pDFT+D calculations were performed without optimizations of geometries. Next, the top-ranked 100 polymorphs were fully optimized using pDFT+D. This protocol resulted in the experimental crystal being ranked as number 2 at much lower costs than those of other reliable approaches. Our method of developing intra-aiFFs should also have important implications for biomolecular simulations.
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