首页> 外文期刊>Numerical Heat Transfer, Part B. Fundamentals: An International Journal of Computation and Methodology >NUMERICAL SIMULATION OF UNSTEADY HEAT TRANSFER IN A HALF-MOON SHAPE ENCLOSURE WITH VARIABLE THERMAL BOUNDARY CONDITION FOR DIFFERENT NANOFLUIDS
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NUMERICAL SIMULATION OF UNSTEADY HEAT TRANSFER IN A HALF-MOON SHAPE ENCLOSURE WITH VARIABLE THERMAL BOUNDARY CONDITION FOR DIFFERENT NANOFLUIDS

机译:不同纳米流体的热边界条件不同的半月形罩壳中非稳态传热的数值模拟

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摘要

A half-moon shape enclosure which has a very wide range of practical applications in heat transfer is introduced for the first time in this article. The heat transfer is analyzed introducing different commercially available nanofluids such as water-Al_2O_3, water-Cu, water- TiO_2 in this half-moon enclosure. A variable thermal boundary condition is assigned to the model, and the finite-element method is used for the numerical solution of the problem. The effect of solid volume fraction φ, along with a wide range of Rayleigh numbers (Ra=10~5-10~7), are evaluated in various dimensionless times τ. The performance of the shape is described by using streamfunctions, isotherms, charts, and related graphs. It is found that heat transfer in the cavity can be enhanced up to 30% by to the presence of nanoparticles.
机译:本文首次介绍了半月形的外壳,该外壳在传热方面具有广泛的实际应用。分析了该热传递,在该半月形外壳中引入了不同的市售纳米流体,例如水-Al_2O_3,水-铜,水-TiO_2。将可变的热边界条件分配给模型,并使用有限元方法对问题进行数值求解。在各种无因次时间τ中,评估了固体体积分数φ的影响以及广泛的瑞利数(Ra = 10〜5-10〜7)。通过使用流函数,等温线,图表和相关图形来描述形状的性能。已经发现,由于存在纳米颗粒,空腔中的热传递可以提高高达30%。

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