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Soret and Dufour effects on unsteady mixed convection slip flow of Casson fluid over a nonlinearly stretching sheet with convective boundary condition

机译:Soret和Dufour对具有对流边界条件的非线性拉伸片材上Casson流体的非稳态混合对流滑移流的影响

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摘要

Unsteady mixed convection flow of Casson fluid towards a nonlinearly stretching sheet with the slip and convective boundary conditions is analyzed in this work. The effects of Soret Dufour, viscous dissipation and heat generation/absorption are also investigated. After using some suitable transformations, the unsteady nonlinear problem is solved by using Keller-box method. Numerical solutions for wall shear stress and high temperature transfer rate are calculated and compared with previously published work, an excellent arrangement is followed. It is noticed that fluid velocity reduces for both local unsteadiness and Casson parameters. It is likewise noticed that the influence of a Dufour number of dimensionless temperature is more prominent as compared to species concentration. Furthermore, the temperature was found to be increased in the case of nonlinear thermal radiation.
机译:在这项工作中,分析了卡森流体流向具有滑移和对流边界条件的非线性拉伸板的非稳态混合对流。还研究了Soret Dufour,粘性耗散和热量产生/吸收的影响。在使用了一些适当的变换之后,通过使用Keller-box方法解决了非稳态非线性问题。计算了壁面剪应力和高温传递速率的数值解,并将其与先前发表的工作进行了比较,得出了一种很好的方案。值得注意的是,对于局部不稳定和卡森参数,流体速度都会降低。同样要注意的是,与物种浓度相比,杜福尔数的无量纲温度的影响更为突出。此外,发现在非线性热辐射的情况下温度升高。

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