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首页> 外文期刊>Advanced Powder Technology: The internation Journal of the Society of Powder Technology, Japan >Buongiorno's model for double-diffusive mixed convective stagnation-point flow of a nanofluid considering diffusiophoresis effect of binary base fluid
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Buongiorno's model for double-diffusive mixed convective stagnation-point flow of a nanofluid considering diffusiophoresis effect of binary base fluid

机译:考虑二元基础流体扩散电泳效应的纳米流体双扩散混合对流驻点流的Buongiorno模型

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The development of double-diffusive mixed convective boundary layer flow of a nanofluid near stagnation point region over a vertical surface has been investigated. Buongiorno's model is used to incorporate the effects of Brownian motion and thermophoresis for the nanofluid, when the base fluid of the nanofluid is itself a binary fluid such as salty water. In addition the thermal energy equations include regular diffusion and cross-diffusion terms. Using the local similarity method, it is shown that a set of suitable similarity transformations reduces the non-linear coupled PDEs governing on the problem into a set of non-linear coupled ODEs. The analysis shows that velocity, temperature, solutal concentration and nanoparticle concentration profiles in the respective boundary layers depend on ten dimensionless physical parameters, namely the mixed convection parameter lambda, the regular double-diffusive buoyancy parameter Nc, the nanofluid buoyancy ratio Nr, the Brownian motion parameter Nb, the thermophoresis parameter Nt, the modified Dufour parameter Nd, the regular Schmidt number Sc, the nanofluid Schmidt number Sc-n, Prandtl number Pr, and the Dufour-solutal Lewis number Ld. The results are presented in graphical form illustrating the effects of these parameters on boundary layer behavior. A sensitivity analysis of model is tabulated where the difference in each graph can be quantified in terms of root mean square deviation (RMSD) with respect to that with the default parameters. These results are supplemented with the data for the reduced Nusselt number and the two reduced Sherwood numbers, one for the solute and the other for the nanoparticles. It is found that for assisting flow regime the reduced Nusselt number is a decreasing function of each of Nr; Nb and Nt, and an increasing function of each of lambda Nc and Nd. The results demonstrate that the highest heat transfer rate is obtained for the situation that the thermophoresis effects are negligible. Moreover, a reduction in the reduced Sherwood number of nanoparticle is observed with increase in each of Nc and Nt, while this quantity increases with Nb. (C) 2015 The Society of Powder Technology Japan. Published by Elsevier B.V. and The Society of Powder Technology Japan. All rights reserved.
机译:研究了在垂直表面附近停滞点区域的纳米流体的双扩散混合对流边界层流的发展。当纳米流体的基础流体本身是诸如盐水之类的二元流体时,Buongiorno的模型用于结合布朗运动和热泳对纳米流体的影响。另外,热能方程式包括规则扩散项和交叉扩散项。使用局部相似性方法,表明一组适当的相似性变换将控制该问题的非线性耦合的PDE减少为一组非线性耦合的ODE。分析表明,各边界层的速度,温度,溶质浓度和纳米颗粒浓度分布取决于十个无量纲的物理参数,即混合对流参数λ,规则双扩散浮力参数Nc,纳米流体浮力比Nr,布朗值运动参数Nb,热泳参数Nt,修正的Dufour参数Nd,常规Schmidt数Sc,纳米流体Schmidt数Sc-n,Prandtl数Pr和Dufour溶液的Lewis数Ld。结果以图形形式显示,说明这些参数对边界层行为的影响。将模型的敏感性分析制成表格,其中每个图的差异可以相对于默认参数的均方根偏差(RMSD)进行量化。这些结果补充有减少的Nusselt数和两个减少的Sherwood数的数据,一个用于溶质,另一个用于纳米粒子。已发现,对于辅助流动状态,减小的努塞尔数是每个Nr的减小函数。 Nb和Nt,以及每个λNc和Nd的增加函数。结果表明,在热泳效应可忽略的情况下可获得最高的传热率。此外,随着Nc和Nt各自增加,观察到减少的Sherwood数量的纳米颗粒减少,而该数量随Nb增加。 (C)2015年日本粉末技术学会。由Elsevier B.V.和日本粉末技术学会出版。版权所有。

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