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Unsteady MHD Mixed Convection Flow of Non-Newtonian Casson Hybrid Nanofluid in the Stagnation Zone of Sphere Spinning Impulsively

机译:非牛顿鲫鱼杂交纳米流体的不稳定MHD混合对流流动冲动旋转的球体停滞区

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In the present analysis, an unsteady MHD mixed convection flow is scrutinized for a non-Newtonian Casson hybrid nanofluid in the stagnation zone of a rotating sphere, resulting from the impulsive motion of the angular velocity of the sphere and the velocity of the free stream. A set of linearized equations is derived from the governing ones, and these differential equations are solved numerically using the hybrid linearization–differential quadrature method. The surface shear stresses in the x- and y-directions and the surface heat transfer rate are improved due to the Casson βo, mixed convection α, rotation γ and magnetic field M parameters. In addition, as nanoparticles, the solid volume fraction (parameter ?) increases, and the surface shear stresses and the rate of heat transfer are raised. A comparison between earlier published data and the present numerical computations is presented for the limiting cases, which are noted to be in very good agreement.
机译:在本分析中,在旋转球的停滞区内的非牛顿碳酸混合纳米流体中仔细地审查不稳定的MHD混合对流流,由球体的角速度的脉冲运动和自由流的速度产生。 从控制器导出一组线性化方程,并且这些微分方程使用混合线性化差分正交方法在数值上进行解决。 由于CassonβO,混合对流α,旋转γ和磁场M参数,X和Y方向和表面传热速率的表面剪切应力得到改善。 另外,作为纳米颗粒,固体体积分数(参数ω)增加,并且升高了表面剪切应力和传热速率。 介绍了对限制案例的早期公布数据和本数值计算之间的比较,这被认为是非常好的协议。

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