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Numerical study of transient buoyancy-driven convective heat transfer of water-based nanofluids in a bottom-heated isosceles triangular enclosure

机译:底部加热等腰三角形罩壳中水基纳米流体的瞬态浮力驱动对流换热的数值研究

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摘要

A numerical study of transient buoyancy-driven convective heat transfer of water-based nanofluids inside a bottom-heated horizontal isosceles triangular cylinder is presented. Nano-sized copper oxide (CuO) particles suspended in water with two different volume fractions are considered. The thermophys-ical properties of water in the presence of nanoparticles are predicted using existing models, in which the effects of the Brownian motion of nanoparticles are taken into account. It is shown that pitchfork bifurcation appears for relatively high Grashof numbers and the critical Grashof number is found to be 5.60 × 10~4. The predicted development of convective flow of nanofluids is presented by means of the average Nusselt number over the bottom. Additionally, the flow development time towards a steady/ quasi-steady state and the time-averaged Nusselt number are scaled with Crashof number. It is also shown that at constant Crashof numbers the time-averaged Nusselt number is lowered as more nanoparticles are added to the base liquid and will be overestimated if the Brownian motion effects are not considered.
机译:给出了底部加热水平等腰三角形圆柱体内水基纳米流体的瞬态浮力驱动对流换热的数值研究。考虑了以两种不同的体积分数悬浮在水中的纳米级氧化铜(CuO)颗粒。使用现有模型预测了在存在纳米粒子的情况下水的热物理性质,其中考虑了纳米粒子的布朗运动的影响。结果表明,相对较高的Grashof数出现了干草叉分叉,临界Grashof数为5.60×10〜4。纳米流体对流流动的预测发展是通过底部的平均努塞尔数表示的。另外,流向稳态/准稳态的发展时间和时间平均Nusselt数与Crashof数成比例。还显示出,在恒定的Crashof数下,随时间将平均Nusselt数降低,这是因为将更多的纳米粒子添加到基础液体中,如果不考虑布朗运动效应,则将被高估。

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