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Simulating critical dynamics in liquid mixtures: Short-range and long-range contributions

机译:模拟液体混合物中的临界动力学:短期和长期贡献

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摘要

Recently, Das et al. [J. Chem. Phys. 125, 024506 (2006)] established that computer simulations of critical dynamics in a binary Lennard-Jones mixture are consistent with the predicted Stokes-Einstein behavior of the asymptotic decay rate of the order-parameter fluctuations near criticality. Here, we show that the noncritical or "background" contributions to the computed diffusion coefficient are also in agreement with both theory and experiment, thus further validating the feasibility of molecular dynamics simulations for studying dynamic critical behavior.
机译:最近,Das等人。 [J.化学物理125,024506(2006)]建立了二元Lennard-Jones混合物中临界动力学的计算机模拟与临界附近的阶跃参数波动的渐近衰减率的预测Stokes-Einstein行为一致。在这里,我们表明对计算扩散系数的非临界或“本底”贡献也与理论和实验一致,从而进一步验证了分子动力学模拟研究动态临界行为的可行性。

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