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Rarefied cylindrical Couette flow: Shear stress and energy flux maxima

机译:稀疏圆柱状库埃特流:剪切应力和能量通量最大值

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We consider energy and momentum transfer between surfaces in the rarefied cylindrical Couette problem. We show that in contrast to the continuum mode, in the free molecular and transient regimes the dependences of the energy and momentum fluxes transferred to the surface on the velocity of the rotating surface have maxima. This effect occurs due to the difference between the energy and momentum transfer mechanism in the continuum, transient and free molecular modes. The influence of the rarefaction on the energy and momentum transfer in the transient regime is studied using the direct simulation Monte-Carlo (DSMC) method. We show that at some surface velocities the shear stress and energy flux transferred to the surface have maxima as functions of the Knudsen number. (C) 2018 Elsevier Ltd. All rights reserved.
机译:我们考虑稀疏圆柱库埃特问题中表面之间的能量和动量传递。我们表明,与连续模式相反,在自由分子和瞬态状态下,传递到表面的能量和动量通量对旋转表面速度的依赖性最大。由于连续,瞬态和自由分子模式中的能量和动量传递机制之间存在差异,因此会产生这种效应。使用直接模拟蒙特卡洛(DSMC)方法研究了稀疏化对瞬态状态下能量和动量传递的影响。我们表明,在某些表面速度下,传递到表面的剪切应力和能量通量具有最大的Knudsen数函数。 (C)2018 Elsevier Ltd.保留所有权利。

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