首页> 外文期刊>Journal of chemical theory and computation: JCTC >Combination of Hybrid Particle-Field Molecular Dynamics and Slip-Springs for the Efficient Simulation of Coarse-Grained Polymer Models: Static and Dynamic Properties of Polystyrene Melts
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Combination of Hybrid Particle-Field Molecular Dynamics and Slip-Springs for the Efficient Simulation of Coarse-Grained Polymer Models: Static and Dynamic Properties of Polystyrene Melts

机译:混合粒子分子动力学和防滑弹簧的组合,用于粗粒聚合物模型的有效模拟:聚苯乙烯熔体的静态和动态性质

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摘要

A quantitative prediction of polymer-entangled dynamics based on molecular simulation is a grand challenge in contemporary computational material science. The drastic increase of relaxation time and viscosity in high-molecular-weight polymeric fluids essentially limits the usage of classic molecular dynamics simulation. Here, we demonstrate a systematic coarse-graining approach for modeling entangled polymers under the slip-spring particle-field scheme. Specifically, a frequency-controlled slip-spring model, a hybrid particle-field model, and a coarse-grained model of polystyrene melts are combined into a hybrid simulation technique. Via a rigorous parameterization strategy to determine the parameters in slip-springs from existing experimental or simulation data, we show that the reptation behavior is clearly observed in multiple characteristics of polymer dynamics, mean-square displacements, diffusion coefficients, reorientational relaxation, and Rouse mode analysis, consistent with the predictions of the tube theory. All dynamical properties of the slip-spring particle-field models are in good agreement with classic molecular dynamics models. Our work provides an efficient and practical approach to establish chemical-specific coarse-grained models for predicting polymer-entangled dynamics.
机译:基于分子模拟的聚合物纠缠动力学定量预测是当代计算材料科学的一大挑战。高分子量聚合物流体中弛豫时间和粘度的急剧增加从本质上限制了经典分子动力学模拟的使用。在这里,我们展示了一种在滑移弹簧粒子场方案下模拟纠缠聚合物的系统粗粒化方法。具体而言,将频率控制的滑移弹簧模型、混合粒子场模型和聚苯乙烯熔体的粗颗粒模型结合到混合模拟技术中。通过严格的参数化策略,从现有的实验或模拟数据中确定滑动弹簧的参数,我们表明,在聚合物动力学、均方位移、扩散系数、再取向松弛和Rouse模式分析的多个特征中,可以清楚地观察到重复行为,这与管理论的预测一致。滑移弹簧粒子场模型的所有动力学性质与经典分子动力学模型一致。我们的工作提供了一种有效且实用的方法来建立预测聚合物纠缠动力学的化学特定粗颗粒模型。

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