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Turbulent flow and heat transfer in circular Couette flows in concentric annulus

机译:圆形Couette流在同心圆环中的湍流和热传递

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摘要

A numerical study is performed to investigate heat transfer and fluid flow in the hydro-dynamically and thermally fully-developed region of an annulus, consisting of a heated rotating inner cylinder and a stationary insulated outer cylinder.Emphasis is placed on the effect of rotation of an inner core on the flow structure and the thermal field. A Reynolds stress turbulence model is employed to determine three normal components of the Reynolds stress and its off-diagonal one. The turbulentheat flux is expressed by Boussinesq approximation in which the eddy diffusivity for heat is given as functions of the temperature variance t{sup}-2 and the dissipation rate of temperate fluctuationsε{sub}t. The governing boundary-layer equations arediscretized by means of a control volume finite-difference technique and numerically solved using the marching procedure. An inner core rotation causes an amplification of the three normal components of the Reynolds stress over the whole cross section,resulting in a substantial enhancement in the Nusselt number.
机译:进行了数值研究,研究了由加热的旋转内圆柱和固定的绝缘外圆柱组成的环空的水力和热充分展开区域中的传热和流体流动,重点研究了环的旋转效应。流动结构和热场的内芯。使用雷诺应力湍流模型确定雷诺应力的三个正态分量及其非对角分量。湍流通量由Boussinesq近似表示,其中,热的涡流扩散率是温度方差t {sup} -2和温度波动的耗散率ε{sub} t的函数。控制边界层方程通过控制体积有限差分技术离散化,并使用行进过程进行数值求解。内核旋转会导致雷诺应力的三个法向分量在整个横截面上都增大,从而导致Nusselt数大大增加。

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