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Chemically reacting on MHD boundary layer flow of CuO-water and MgO-water nanofluids past a stretching sheet in porous media with radiation absorption and heat generation/ absorption

机译:在多孔介质中的CuO-水和MgO水纳米流体的MHD边界层流动与辐射吸收和发热/吸收的化学反应

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In the present investigation, a numerical analysis has been carried out for steady two dimensional MHD free convective boundary layer flows of electrically conducting nanofluids past a uniformly stretching sheet through porous media with radiation absorption, heat generation/absorption, thermal radiation, chemical reaction, thermo-diffusion and diffusion -thermo effects. We considered two types of nanofluids namely MgO -water and CuO -water. The mathematical model was governed by a system of linear and non-linear partial differential equations with prescribed boundary conditions. The governing boundary-layer equations are first transformed into a system of coupled nonlinear ordinary differential equations using similarity variables. The transformed equations were solved numerically by the shooting method with Runge-Kutta scheme. Finally the effects of various dimensionless governing parameters like magnetic field parameter, chemical reaction parameter, thermal radiation parameter, radiation absorption parameter, heat generation parameter, Dufour number, Soret number, volume fraction of the nanoparticles and shape of the nanoparticles on velocity, temperature and concentration profiles along with the friction factor, local Nusselt and Sherwood numbers are thoroughly studied and explicitly explained in tabular form.
机译:在本发明的研究中,通过具有辐射吸收,发热/吸收,热辐射,化学反应,热量的多孔介质,对通过多孔介质进行均匀拉伸薄片的稳定二维MHD自由对流边界层流动进行数值分析。 - 拐角和扩散 - 热效应。我们认为两种类型的纳米流体即MgO -Water和CuO -Water。数学模型由具有规定边界条件的线性和非线性偏微分方程系统来控制。使用相似变量首先将管理边界层方程转换为耦合非线性常微分方程的系统。通过具有跳动-Kutta方案的拍摄方法来数值解决了转换的方程。最后对磁场参数,化学反应参数,热辐射参数,辐射吸收参数,发热参数,Dufour数,纳米颗粒的纳米颗粒和纳米颗粒形状的辐射吸收参数,发热参数,Dufour数,且纳米颗粒的形状浓度剖面以及摩擦因子,局部Nusselt和Sherwood数量彻底研究,并以表格形式明确解释。

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