A molecular mechanics implementation of the cyclic cluster model

Juan Diego Samaniego-Rojas, Robin Gaumard, José Alejandre, Tzonka Mineva, Gerald Geudtner, Andreas M. Köster
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Abstract

The implementation of the cyclic cluster model (CCM) for molecular mechanics is presented in the framework of the computational chemistry program deMon2k. Because the CCM is particularly well-suited for the description of periodic systems with defects, it can be used for periodic QM/MM approaches where the non-periodic QM part is treated as a defect in a periodic MM surrounding. To this end, we present here the explicit formulae for the evaluation of the Ewald sum and its first- and second-order derivatives as implemented in deMon2k. The outlined implementation was tested in molecular dynamics (MD) simulations and periodic structure optimization calculations. MD simulations of an argon system were carried out using the Nosé-Hoover chain (NHC) thermostat and the Martyna-Tobias-Klein (MTK) barostat to control the temperature and pressure of the system, respectively. For the validation of CCM structure optimization a set of molecular crystals were optimized using the Ewald method for the evaluation of the electrostatic interactions. Two optimization procedures for the determination of the atomic positions and CCM cell parameters were tested. Our results show that the simultaneous optimization of the atomic positions and cell parameters is most efficient.
循环簇模型的分子力学实现
在计算化学程序 deMon2k 的框架内介绍了分子力学循环簇模型(CCM)的实现。由于 CCM 特别适合描述具有缺陷的周期性系统,因此它可用于周期性 QM/MM 方法,其中非周期性 QM 部分被视为周期性 MM 周围的缺陷。为此,我们在此介绍 deMon2k 中实现的评估埃瓦尔德和及其一阶和二阶导数的明确公式。我们在分子动力学(MD)模拟和周期结构优化计算中测试了概述的实现方法。使用 Nosé-Hoover 链 (NHC) 恒温器和 Martyna-Tobias-Klein (MTK) 气压调节器分别控制体系的温度和压力,对氩气体系进行了 MD 模拟。为了验证 CCM 结构优化,使用埃瓦尔德法优化了一组分子晶体,以评估静电相互作用。对确定原子位置和 CCM 单元参数的两种优化程序进行了测试。结果表明,同时优化原子位置和晶胞参数的效率最高。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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