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Estimation of the Poiseuille Number in Gas Flows Through Rectangular Nano- and Micro-channels in the Whole Range of the Knudsen Number

机译:在knudsen号的整个范围内,估计气体中的Poiseuille数量流动流动的矩形纳米和微通道

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Based on a recent work (Valougeorgis, Phys. Fluis 19(9):091701.1-091701.4, 2007), the Poiseuille number for gas flows through channels of orthogonal cross sections is estimated in the whole range of the Knudsen number from the free molecular through the transition and slip regimes all the way up to the hydrodynamic limit. The flow problem is solved via kinetic theory, based on the BGK kinetic equation subject to Maxwell diffuse specular boundary conditions. Tabulated results of the Poiseuille number are presented for various aspect ratios and accommodation coefficients. At the hydrodynamic limit the well known results are recovered.
机译:基于最近的工作(Valougeorgis,Phys。Fluis 19(9):091701.1-091701.4,2007),通过正交横截面的通道估计来自自由分子的knudsen数的整个范围内的气体流量的Poiseuille号过渡和滑动制度一直到流体动力学极限。基于BGK动力学方程对Maxwell漫射镜面边界条件的BGK动力学方程,通过动力学理论来解决流量问题。针对各种纵横比和容纳系数提出了Poiseuille号的列表结果。在流体动力学限制,回收众所周知的结果。

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