首页> 外文期刊>International journal of nanomechanics science and technology >COMPUTATION OF GOLD-WATER NANOFLUID NATURAL CONVECTION IN A THREE-DIMENSIONAL TILTED PRISMATIC SOLAR ENCLOSURE WITH ASPECT RATIO AND VOLUME FRACTION EFFECTS
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COMPUTATION OF GOLD-WATER NANOFLUID NATURAL CONVECTION IN A THREE-DIMENSIONAL TILTED PRISMATIC SOLAR ENCLOSURE WITH ASPECT RATIO AND VOLUME FRACTION EFFECTS

机译:三维倾斜棱镜太阳能外壳金水纳米流体自然对流的计算及体积分数效应

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摘要

Nanofluids are increasingly being deployed in numerous energy applications owing to their impressive thermal enhancement properties. Motivated by these developments in the current study we present finite volume numerical simulations of natural convection in an inclined three-dimensional prismatic direct absorber solar collector (DASC) containing gold-water nanofluid. Steady-state, incompressible laminar Newtonian viscous flow is assumed. The enclosure has two adiabatic walls, one hot (solar receiving) and one colder wall. ANSYS FLUENT software (version 19.1) is employed. The Tiwari-Das volume fraction nanofluid model is utilized to simulate nanoscale effects and allows a systematic exploration of volume fraction effects. The effects of thermal buoyancy (Rayleigh number), geometric aspect ratio, and enclosure tilt angle on isotherm and temperature contour distributions are presented with extensive visualization in three dimensions. Grid-independence tests are included. Validation with published studies from the literature is also conducted. A significant modification in vortex structure and temperature distribution is computed with volume fraction, Rayleigh number, aspect ratio, and tilt angle. Heat flux and average Nusselt number results are also included. Gold nanoparticles even at relatively low volume fractions are observed to achieve substantial improvement in heat transfer characteristics.
机译:由于其令人印象深刻的热增强特性,纳米流体越来越多地部署在许多能量应用中。目前研究中的这些发展的推动我们在含金水纳米流体的倾斜三维棱镜直接吸收太阳能收集器(DASC)中呈现有限批量数值模拟。假设稳态,不可压缩的层状牛顿粘稠流量。外壳有两个绝热墙,一个热(太阳能接收)和一个较冷的墙壁。使用ANSYS流利的软件(版本19.1)。 Tiwari-Das体积分数纳米流体模型用于模拟纳米级效应,并允许对体积分数效应进行系统探索。热浮力(瑞利数),几何纵横比和外壳倾斜角度对等温和温度轮廓分布的影响,具有三维的广泛可视化。包括网格独立性测试。还进行了与文献的公布研究验证。用体积分数,瑞利数,纵横比和倾斜角度计算涡旋结构和温度分布的显着修改。还包括热通量和平均营养数量结果。即使在相对低的体积分数下,金纳米颗粒也被观察到达到热传递特性的显着提高。

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