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Natural convection heat transfer performance in complex-wavy-wall enclosed cavity filled with nanofluid

机译:纳米流体填充的复杂波壁密闭腔内自然对流换热性能

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摘要

A numerical investigation is performed into the natural convection heat transfer characteristics within an enclosed cavity filled with nanofluid. The left and right walls of the cavity have a complex-wavy geometry and are maintained at a high and low temperature, respectively. Meanwhile, the upper and lower walls of the cavity are both flat and insulated. The nanofluid comprises Al_2O_3 nanoparticles suspended in pure water. In performing the analysis, the governing equations are formulated using the Boussinesq approximation and the complex-wavy-surface is modeled as the superimposition of two sinusoidal functions. The simulations examine the effects of the volume fraction of nanoparticles, the Rayleigh number and the complex-wavy-surface geometry parameters on the flow streamlines, isotherm distribution and Nusselt number within the cavity. The results show that for all values of the Rayleigh number, the Nusselt number increases as the volume fraction of nanoparticles increases. In addition, it is shown that the heat transfer performance can be optimized by tuning the wavy-surface geometry parameters in accordance with the Rayleigh number. Overall, the results presented in this study provide a useful insight into potential strategies for enhancing the convection heat transfer performance within enclosed cavities with complex-wavy-wall surfaces.
机译:对填充有纳米流体的封闭腔体内的自然对流换热特性进行了数值研究。空腔的左壁和右壁具有复杂的波浪形几何形状,并分别保持在高温和低温下。同时,空腔的上壁和下壁都是平坦且绝缘的。纳米流体包括悬浮在纯水中的Al_2O_3纳米颗粒。在执行分析时,使用Boussinesq逼近来制定控制方程,并将复杂波浪表面建模为两个正弦函数的叠加。模拟检查了纳米粒子的体积分数,瑞利数和复杂的波浪表面几何参数对流线,等温线分布和腔内的努塞尔数的影响。结果表明,对于所有瑞利数值,随着纳米颗粒体积分数的增加,努塞尔数也增加。另外,示出了可以通过根据瑞利数调整波浪形表面几何参数来优化传热性能。总体而言,本研究中提供的结果为增强具有复杂波浪壁表面的封闭型腔内对流换热性能的潜在策略提供了有用的见识。

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