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Effects of Hydrodynamic Interactions on the Near-SurfaceDiffusion of Spheroidal Molecules

机译:水动力相互作用对近地表的影响球状分子的扩散

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摘要

We investigated diffusion of spheroidal molecules near a planar surface, accounting for spatially dependent translational and rotational mobilities of molecules resulting from their hydrodynamic interactions with the plane. Rigid-body Brownian dynamics simulations of prolate ellipsoids of revolution of an axial ratio in the range of 1.5 to 3.0, suspended in a viscous fluid, with a no-slip flat boundary confining the suspension were employed. Mobility tensor matrices of molecules were evaluated as functions of spheroids’ distance and orientation with respect to the plane. Hydrodynamic interactions with the surface lead to substantial changes of spheroids’ translational diffusion coefficients both in the direction perpendicular and parallel to the plane when compared with the values characterizing the bulk diffusion. Moreover, the short-time translational diffusion of molecules, measured in the laboratory frame, both in an unbounded fluid and under the confinement, is non-Gaussian, with much larger deviations from Gaussianity observed in the latter case. In an unbounded fluid, distributionsof translational displacements of molecules deviate from those expectedfor a simple Brownian motion as a result of shape anisotropy. In thepresence of the plane, spheroids experience an additional anisotropicdrag, and consequently, their mobilities depend on their positionsand orientations. Therefore, anomalies in the short-time dynamicsobserved under confinement can be explained in terms of the so-calleddiffusing-diffusivity mechanism. Our findings have implications forunderstanding of a wide range of biological and technological processesthat involve diffusion of anisotropic molecules near surfaces of naturaland model cell membranes, biosensors and nanosensors, and electrodes.
机译:我们研究了球状分子在平面附近的扩散,这是由于分子与平面的流体动力相互作用导致分子的空间依赖的平移和旋转运动。使用了悬浮在粘性流体中,轴向滑动比为1.5到3.0的扁长椭球体的刚体布朗动力学模拟,其中无滑动平面边界限制了该悬浮体。分子的运动性张量矩阵被评估为球体相对于平面的距离和方向的函数。当与表征体扩散的值进行比较时,与表面的流体动力相互作用会导致球体的平移扩散系数在垂直于和平行于平面的方向上发生很大变化。此外,在实验室框架内在无界流体中和在封闭条件下测得的分子的短时平移扩散都是非高斯的,在后一种情况下观察到的与高斯的偏差要大得多。在无界流体中,分布分子的平移位移偏离预期的形状各向异性导致的简单布朗运动。在里面平面的存在,椭球体会经历另外的各向异性拖拉,因此,他们的机动性取决于他们的位置和方向。因此,短时动态异常局限性下观察到的可以用所谓的扩散-扩散机制。我们的发现对了解广泛的生物和技术过程涉及各向异性分子在自然表面附近的扩散并为细胞膜,生物传感器和纳米传感器以及电极建模。

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