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A novel Monte Carlo algorithm for polarizable force fields: Application to a fluctuating charge model for water

机译:极化力场的新型蒙特卡洛算法:在水的波动电荷模型中的应用

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In this Monte Carlo algorithm for polarizable force fields, the fluctuating charges are treated as special degrees of freedom subject to a secondary low-temperature thermostat in close analogy to the extended Lagrangian formalism commonly used in molecular dynamics simulations of such systems. The algorithm is applied to Berne's SPC-FQ (simple point charge-fluctuating charge) model for water. The robustness of the algorithm with respect to the temperature of the secondary thermostat and to the fraction of fluctuating-charge moves is investigated. With the new algorithm, the cost of Monte Carlo simulations using fluctuating-charge force fields increases by less than an order of magnitude compared to simulations using the parent fixed-charge force fields. (C) 1998 American Institute of Physics. [S0021-9606(98)51409-2]. [References: 24]
机译:在此用于极化力场的蒙特卡洛算法中,波动电荷被视为特殊的自由度,受制于次级低温恒温器,这与此类系统的分子动力学模拟中通常使用的扩展拉格朗日形式非常相似。该算法应用于伯尔尼的SPC-FQ(单点电荷波动电荷)模型。研究了算法相对于辅助恒温器的温度以及波动电荷运动的分数的鲁棒性。使用新算法,与使用父级固定电荷力场的模拟相比,使用波动电荷力场的蒙特卡洛模拟的成本增加了不到一个数量级。 (C)1998美国物理研究所。 [S0021-9606(98)51409-2]。 [参考:24]

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