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Anisotropic diffusion of nonspherical molecules in dense liquids: A molecular dynamics simulation of isolated ellipsoids in the sea of spheres

机译:非球形分子在稠密液体中的各向异性扩散:球形海洋中孤立椭球体的分子动力学模拟

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摘要

Detailed molecular dynamics simulations of the rotational and the translational motions of Gay-Berne ellipsoids in a sea of Lennard-Jones spheres have been carried out. It is found that while the translational motion of an ellipsoid is isotropic at low density, it becomes increasingly anisotropic with density until the ratio of the parallel to the perpendicular diffusion coefficients becomes nearly equal to the value of the aspect ratio at high density. The latter is in agreement with the prediction of Navier-Stokes hydrodynamics with slip boundary condition. The product of the translational diffusion coefficient and the rotational correlation time also attains a hydrodynamic-like density independent behavior only at high density. The reorientational correlation function becomes nonexponential at high density and low temperature where it also develops a slow decay. The perpendicular component of the velocity time correlation function exhibits a clear double minimum, only at high density, which becomes more pronounced as the aspect ratio is increased.
机译:在Lennard-Jones球海中,对Gay-Berne椭球的旋转和平移运动进行了详细的分子动力学模拟。已经发现,虽然椭圆体的平移运动在低密度下是各向同性的,但随着密度的增加,各向异性变得越来越各向异性,直到平行与垂直扩散系数的比值几乎等于高密度下的纵横比的值为止。后者与带有滑移边界条件的Navier-Stokes流体动力学的预测一致。平移扩散系数与旋转相关时间的乘积也仅在高密度时才获得类似于流体力学的密度独立行为。方向相关函数在高密度和低温下也呈非指数形式,在此情况下,它也会产生缓慢的衰减。速度时间相关函数的垂直分量只有在高密度时才显示出明显的两倍最小值,这随着纵横比的增加而变得更加明显。

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