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Heat transfer coefficients during the impingement cooling with the use of synthetic jet

机译:用合成射流进行冲击冷却过程中的传热系数

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摘要

The paper presents experimental studies on heat transfer phenomena which occurs during the impingement cooling with the use of synthetic jet. The synthetic jet was created by a special actuator consisting in a plexiglass cavity and a loudspeaker. An air was a working fluid. The effect of synthetic jet actuator geometry and supply parameters on heat transfer enhancement has been investigated. The experiment was performed with the use of classical thermal balance method. Heat transfer coefficients at a stagnation point have been obtained. Measurements were carried out in the range of excitation frequency f = 5 divided by 600 Hz and of root mean square voltage E = 1, 2, 3, 4, 6 V. Changes of actuator geometry included: orifice diameters d = 9, 15, 24 mm, orifice thickness t = 3, 5, 20 mm and cavity depth H = 20, 40, 60 mm. On the basis of measurements results the correlations for the stagnation point Nusselt number of an axisymmetric impinging synthetic jet characterized by large Reynolds numbers have been obtained. Nusselt number has been determined in the function on scaling parameters: Reynolds number, jet-to-surface spacing x/d and the dimensionless stroke length L-0. Reynolds numbers were ranging from 3600 to 22950, x/d =1 divided by 20 and L-0 = 0.84 divided by 170.5. The scaling parameters have significantly extended the range of research so far. The obtained Nusselt number correlations provide heat transfer calculations at large Reynolds numbers and are expected to have practical applications.
机译:本文介绍了在用合成射流的冲击冷却过程中发生的传热现象的实验研究。合成射流由特殊的致动器产生,该特殊致动器组成在有机玻璃腔和扬声器中。空气是工作流体。研究了合成射流致动器几何形状和供应参数对热传递增强的影响。通过使用经典的热平衡法进行实验。已经获得了停滞点处的传热系数。在激发频率f = 5的范围内进行测量除以600Hz和根均方电压E = 1,2,3,4,6 V.致动器几何形状的变化包括:孔径直径D = 9,15, 24毫米,孔厚T = 3,5,20mm和腔深H = 20,40,60mm。在测量结果,已经获得了已经获得了具有大雷诺数的轴对称撞击合成射流的停滞点泡沫的数量的相关性。在缩放参数的功能中确定了纽扣数量:Reynolds编号,喷射表面间隔X / D和无量纲行程长度L-0。 Reynolds数字从3600到22950,x / d = 1除以20,l-0 = 0.84除以170.5。缩放参数到目前为止大幅扩展了研究范围。所获得的培养数相关性提供大雷诺数的传热计算,并且预期具有实际应用。

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