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An Event-Driven Hybrid Molecular Dynamics and Direct Simulation Monte Carlo Algorithm

机译:事件驱动的混合分子动力学和直接模拟monte   卡罗算法

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摘要

A novel Stochastic Event-Driven Molecular Dynamics (SEDMD) algorithm isdeveloped for the simulation of polymer chains suspended in a solvent. Thepolymers are represented as chains of hard spheres tethered by square wells andinteract with the solvent particles with hard core potentials. The algorithmuses Event-Driven Molecular Dynamics (EDMD) for the simulation of the polymerchain and the interactions between the chain beads and the surrounding solventparticles. The interactions between the solvent particles themselves are nottreated deterministically as in event-driven algorithms, rather, the momentumand energy exchange in the solvent is determined stochastically using theDirect Simulation Monte Carlo (DSMC) method. The coupling between the solventand the solute is consistently represented at the particle level, however,unlike full MD simulations of both the solvent and the solute, the spatialstructure of the solvent is ignored. The algorithm is described in detail andapplied to the study of the dynamics of a polymer chain tethered to a hard wallsubjected to uniform shear. The algorithm closely reproduces full MDsimulations with two orders of magnitude greater efficiency. Results do notconfirm the existence of periodic (cycling) motion of the polymer chain.
机译:开发了一种新颖的随机事件驱动分子动力学(SEDMD)算法来模拟悬浮在溶剂中的聚合物链。聚合物表示为由方孔束缚并与具有硬核电势的溶剂颗粒相互作用的硬球链。该算法使用事件驱动分子动力学(EDMD)来模拟聚合物链以及链珠与周围溶剂颗粒之间的相互作用。不能像事件驱动算法中那样确定性地处理溶剂颗粒之间的相互作用,而是使用直接模拟蒙特卡洛(DSMC)方法随机确定溶剂中的动量和能量交换。溶剂和溶质之间的耦合始终在颗粒水平上表示,但是,与溶剂和溶质的完整MD模拟不同,忽略了溶剂的空间结构。对该算法进行了详细描述,并将其应用于聚合物链的动力学研究,该聚合物链束缚在经受均匀剪切作用的硬壁上。该算法以高两个数量级的效率紧密地再现了完整的MD模拟。结果不能确认聚合物链是否存在周期性(循环)运动。

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