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Solution of the Linearized Problem of Heat and Gas Mass Transfer in the Gap between Two Cylindrical Surfaces under a Longitudinal Temperature Gradient

机译:在纵向温度梯度下的两个圆柱形表面之间的间隙中的热量和气体传质的解。

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摘要

A method is proposed for computing heat and mass fluxes for rarefied gas flow in a duct between two eccentric cylinders. A constant temperature gradient is maintained in the duct. The kinetics of the process is described by the Williams kinetic equation, and the boundary condition on the duct wall is specified using the diffuse reflection model. The deviation of the gas state from equilibrium is assumed to be small. Heat flux profiles in the duct are constructed. The heat and mass fluxes over the duct cross section are found. The resulting expressions are analyzed in the transition to the free-molecular and hydrodynamic regimes.
机译:提出了一种用于计算热量和质量通量的用于在两个偏心缸之间的管道中的稀土气流的热量和质量熔融。 管道中保持恒定的温度梯度。 该过程的动力学由威廉姆斯动力学方程描述,并且使用漫反射模型指定管道壁上的边界条件。 假设气体状态从平衡的偏差被认为是小的。 管道中的热通量剖面是构造的。 发现了管道横截面上的热量和质量通量。 在过渡到自由分子和流体动力学制度的转变中分析所得表达。

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