Turbulent Flow and Heat Transfer in Circular CouetteFlows in Concentric Annulus
Shuichi Torii, Wen‐Jei Yang
Abstract
Open-access reader
Shuichi Torii, Wen‐Jei Yang
Abstract
Open-access reader
A numerical study is performed to investigate heat transfer and fluid flow in the hydrodynamically 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 turbulent heat flux is expressed by Boussinesq approximation in which the eddy diffusivity.for heat is given as functions of the temperature variance and the dissipation rate of temperate fluctuations εt. The governing boundarylayer equations are discretized 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.
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A numerical study is performed to investigate heat transfer and fluid flow in the hydrodynamically 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 turbulent heat flux is expressed by Boussinesq approximation in which the eddy diffusivity.for heat is given as functions of the temperature variance and the dissipation rate of temperate fluctuations εt. The governing boundarylayer equations are discretized 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.
Key concepts: Mechanics, Annulus (botany), Nusselt number, Turbulence, Reynolds stress, Heat transfer, Reynolds number, Physics