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Molecular modeling of diffusion in rarefied gases and nanoparticle-gas suspensions using a stochastic approach

机译:利用随机方法的稀土气体扩散的分子模型及纳米粒子 - 气体悬浮液

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摘要

The algorithm for computation of the transport coefficients of nanoparticle-gas suspension is suggested. In its base lies stochastic modeling of phase trajectories considered molecular systems. The Lennard-Jones intermolecular interaction potential is used for intermolecular interactions and Rudyak-Krasnluckii for nanoparticle-molecule. Naturally in this algorithm the conservation laws are performed. The efficiency of the algorithm is demonstrated by the calculation of the diffusion coefficient of several suspensions: a drop of water in the air and Cu_2O in N_2.
机译:提出了用于计算纳米粒子气悬浮液的输送系数的算法。在其基础上呈现相位轨迹的随机造型考虑分子系统。 Lennard-Jones分子间相互作用电位用于分子间相互作用和Rudyak-Krasnluckii用于纳米粒子分子。当然,在该算法中,进行保护规律。通过计算几种悬浮液的扩散系数来证明算法的效率:空气中的一滴水和在N_2中的CU_2O。

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