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Buoyancy-driven convection heat transfer of copper–water nanofluid in a square enclosure under the different periodic oscillating boundary temperature waves

机译:不同周期振荡边界温度波作用下方形壳体中铜-水纳米流体的浮力驱动对流换热

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This study investigates natural convective heat transfer of copper–water nanofluids in a square enclosure with alternating temperature at one vertical wall, relatively low temperature at the opposite sidewall and adiabatic at the other walls. The transport equations are solved numerically with finite volume approach using SIMPLEC algorithm. Calculations are performed for nanoparticle volume fractions from 0 to 0.2 and dimensionless amplitude from 0 to 1.0 with consideration of three typical alternating waves (trapezoid wave, sine wave and triangle wave). Results show the utilization of nanoparticles enhances heat transfer and the percentage increase in the time-averaged Nusselt number is around 38%dfrom?=0 to?=0.2 under the certain conditions. The oscillating waveform has a degree effect on the heat transfer enhancement and the trapezoid wave is more conducive to the enhancement of heat transfer than sine and triangle waves. And the oscillating area is introduced to combine the oscillating waveform and its amplitude and the percentage increase in the time-averaged Nusselt number is around 14.5% fromS=0 toS=0.075. In the end, the regression equation about the time-averaged Nusselt number is obtained as parameters of the solid volume fraction and the oscillating area.
机译:这项研究研究了方形外壳中铜-水纳米流体的自然对流传热,其中一个垂直壁的温度是交替变化的,相对侧壁是相对较低的温度,而另一壁是绝热的。使用SIMPLEC算法,通过有限体积法数值求解了输运方程。考虑到三个典型的交变波(梯形波,正弦波和三角波),对从0到0.2的纳米粒子体积分数和从0到1.0的无量纲振幅进行计算。结果表明,在一定条件下,纳米颗粒的利用增强了热传递,并且时间平均努塞尔数的百分数增加是从α= 0到α= 0.2大约38%d。振荡波形对传热的增强有一定程度的影响,与正弦波和三角波相比,梯形波更有利于传热的增强。并且引入振荡区域以组合振荡波形及其振幅,并且从S = 0到S = 0.075,时间平均努塞尔数的百分比增加为大约14.5%。最后,获得了关于时间平均努塞尔数的回归方程,作为固体体积分数和振荡面积的参数。

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