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首页> 外文期刊>International Journal of Heat and Mass Transfer >Thermal electro-hydrodynamic heat transfer augmentation in vertical annuli by the use of dielectrophoretic forces through a.c. electric field
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Thermal electro-hydrodynamic heat transfer augmentation in vertical annuli by the use of dielectrophoretic forces through a.c. electric field

机译:垂直环空的热电-流体热传递增强是通过交流电通过a.c.电场

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We consider a fluid-filled cylindrical enclosure with an inner heated cylinder of radius r_i maintained at temperature T_i and an outer cooled cylinder of radius r_0 maintained at temperature T_0. This vertical annu-lus is of height H with adiabatic top and bottom boundaries. The temperature difference ΔT = T_0 - T_i induces natural convection in the gap width d = r_0- r_1- at small values of AT. This base flow experiences transition to instabilities depending on the radius ratio η - r_i/r_0, aspect ratio Γ = H/(r_0 - r_i), physical properties of the fluids (weighted with the Prandtl number) and on the driving force (weighted with the Rayleigh number). In this work, we study experimentally the heat transfer enhancement by the dielectrophoretic force induced by the application of an alternating (a.c.) electric field superposing natural convection in the vertical annulus. This procedure allows to introduce an electric Rayleigh number for the system. We will show a clear distortion of the base flow via flow visualization, and we quantify heat transfer by measurements of the Nusselt number for the inner cylinder. For low values of the electric Rayleigh number the superposed electric field damps the heat transfer, whereas for large values we observe a clear increase via an increase of the Nusselt number.
机译:我们考虑一个充满流体的圆柱形外壳,其半径为r_i的内部加热圆柱体保持在温度T_i,而半径为r_0的外部冷却圆柱体保持在温度T_0。该垂直环的高度为H,具有绝热的顶部和底部边界。温度差ΔT= T_0-T_i在较小的AT值下在间隙宽度d = r_0- r_1-中引起自然对流。该基本流会经历过渡到不稳定性的过程,具体取决于半径比η-r_i / r_0,长宽比Γ= H /(r_0-r_i),流体的物理属性(使用Prandtl数加权)和驱动力(使用Prandtl加权)瑞利数)。在这项工作中,我们通过实验研究了通过在垂直环空中施加自然对流的交变(a.c.)电场引起的介电泳力引起的传热增强。该过程允许为系统引入电子瑞利数。我们将通过流动可视化显示基本流动的明显变形,并通过测量内筒的努塞尔数来量化传热。对于较低的电瑞利数值,叠加的电场会抑制传热,而对于较大的瑞利数,我们会观察到随着Nusselt数的增加而明显增加。

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