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Heat transfer analysis of Prandtl liquid nanofluid in the presence of homogeneous-heterogeneous reactions

机译:存在均相-非均相反应的Prandtl液体纳米流体的传热分析

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摘要

The objective of present research work is to analyze the homogeneous-heterogeneous reactions on the MHD two-dimensional stagnation-point flow of non-Newtonian Prandtl fluid flow and heat transfer towards horizontal linear stretching sheet. The governing boundary layer equations using similarity transformation are reduced to ordinary differential equations suitable to be solved using Finite Difference Method. The quantities of interests are thoroughly analyzed under the effects of various emerging parameters. Comparison of the results obtained from limiting case of present model with already existing literature is in good agreement which shows the validity of the present numerical solution. The study concludes that homogeneous and heterogeneous reaction strength decreases the heat transfer rate. On the other hand, Prandtl fluid parameter and elastic parameter increases heat transfer rate.
机译:本研究的目的是分析非牛顿Prandtl流体的MHD二维停滞点流的均质-非均相反应以及向水平线性拉伸片的传热。使用相似变换的控制边界层方程简化为适合使用有限差分法求解的常微分方程。在各种新兴参数的影响下,对利益数量进行了彻底分析。从本模型的极限情况下获得的结果与已有的文献进行比较,这很好地表明了本数值解的有效性。研究得出结论,均匀和不均匀的反应强度会降低传热速率。另一方面,Prandtl流体参数和弹性参数会增加传热速率。

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