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The asymptotics of distribution functions in fluid-filled finite slits

机译:充满流体的有限缝中的分布函数的渐近性

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摘要

Asymptotic formulas have been derived for distribution functions in cylindrical slits with finite cross-section radii. The problem has been solved based on the asymptotic principle of interbody interactions within the framework of dispersion forces. Symmetric and asymmetric slits between two identical cylinders and between a cylinder and a planar infinite solid surface have been considered. Calculations have been performed for a symmetric slit with a width equal to two cylinder radii.
机译:对于具有有限横截面半径的圆柱状狭缝,已经导出了分布函数的渐近公式。该问题已基于分散力框架内的人体间相互作用的渐近原理得以解决。已经考虑了两个相同圆柱体之间以及圆柱体和平面无限实体表面之间的对称和非对称狭缝。已对宽度等于两个圆柱半径的对称缝进行了计算。

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