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Heat transfer augmentation in a diamond shaped enclosure utilizing CNT-water Nanofluid

机译:钻石形外壳中的传热增强利用CNT水纳米流体

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摘要

A numerical analysis has been investigated for unsteady natural convection heat transfer problem in diamond shaped cavity. Carbon nanotube (CNT)-water nanofluid is used to analyze the heat transfer and compared with the pure water as working fluid. The lower right wall is kept at heated surface with constant heat flux and upper left wall is kept cold. Both the bottom left and upper right wall are kept adiabatic. The considered physical problem is characterized mathematically by a set of governing equations along with the corresponding boundary conditions. Galerkin weighted residual method of finite element analysis is used to solve the governing equations. Calculations are done for pertinent parameters such as the solid volume fraction (Φ = 0.0-0.12) and Rayleigh number (Ra = 10~4-10~8) at dimensionless times (τ = 0.01 and 1.0) and fixed Pr = 6.2. Obtained results are presented in terms of average Nusselt number and maximum fluid temperature, streamlines and isotherms in graphs, charts and related contours. It has been observed that increase of Rayleigh number and solid volume fraction enhance the heat transfer rate and reduce the maximum fluid temperature. In this investigation the highest amount of overall heat transfer reaches up to 115%.
机译:已经研究了钻石形腔中不稳定的自然对流传热问题的数值分析。碳纳米管(CNT)-WALT纳米流体用于分析热传递并与纯水相比作为工作流体。右下壁保持在加热表面,恒定的热通量,左上壁保持冷。左下壁都保持绝热。所考虑的物理问题在数学上以一组管理方程在数学上表征,以及相应的边界条件。有限元分析的Galerkin加权残余方法用于解决控制方程。在维数次(τ= 0.01和1.0)下,诸如固体体积分数(φ= 0.0-0.12)和瑞利数(RA = 10〜4-10〜8)的相关参数进行计算,并固定PR = 6.2。获得的结果以平均水平的数量和最大流体温度,流线和等温,图表,图表和相关轮廓中的最高流体温度,流动线和等温。已经观察到瑞利数和固体体积分数的增加提高了传热速率并降低了最大的流体温度。在本调查中,总体传热量达到高达115%。

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