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Experimental investigation of temperature and volume fraction variations on the effective thermal conductivity of nanoparticle suspensions (nanofluids)

机译:纳米粒子悬浮液有效导热率温度和体积分数变化的实验研究(纳米流体)

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An experimental investigation was conducted to examine the effects of variations in the temperature and volume fraction on the steady-state effective thermal conductivity of two different nanoparticle suspensions. Copper and aluminum oxide, CuO and A1_2O_3, nanoparticles with area weighted diameters of 29 and 36 nm, respectively, were blended with distilled water at 2 percent, 4 percent, 6 percent, and 10 percent volume fractions and the resulting suspensions were evaluated at temperatures ranging from 27.5 to 34.7 deg C. The results indicate that the nanoparticle material, diameter, volume fraction, and bulk temperature, all have a significant impact on the effective thermal conductivity of these suspensions. The 6 percent volume fraction of CuO nanoparticle/distilled water suspension resulted in an increase in the effective thermal conductivity of 1.52 times that of pure distilled water and the 10 percent A1_2O_3 nanoparticle/distilled water suspension increased the effective thermal conductivity by a factor of 1.3, at a temperature of 34 deg C. A two-factor linear regression analysis based on the temperature and volume fraction was applied and indicated that the experimental results are in stark contrast to the trends predicted by the traditional theoretical models with respect to both temperature and volume fraction. The available models are reviewed and the possible reasons for the unusually high effective thermal conductivity of nanofluids are analyzed and discussed.
机译:进行了实验研究,以检查温度和体积分数变化对两种不同纳米颗粒悬浮液的稳态有效导热率的影响。铜和氧化铝,CuO和A1_2O_3,具有29和36nm的面积加权直径的纳米颗粒分别与蒸馏水以2%,4%,6%和10%体积分数混合,并在温度下评价所得悬浮液结果从27.5至34.7℃。结果表明,纳米颗粒材料,直径,体积分数和体积,所有这些都对这些悬浮液的有效导热率产生显着影响。 CuO纳米粒子/蒸馏水悬浮液的6%体积分数导致纯蒸馏水的有效导热率的有效导热率的增加,10%A1_2O_3纳米颗粒/蒸馏水悬浮液将有效的导热率提高了1.3倍,在34℃的温度下,施加了基于温度和体积分数的双因素线性回归分析,并表明实验结果与传统理论模型相对于温度和体积的趋势形成鲜明对比分数。分析并讨论了综述了可用的模型,并讨论了纳米流体的异常高有效导热率的可能性。

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