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Analysis of Magnetic Properties of Nano-Particles Due to a Magnetic Dipole in Micropolar Fluid Flow over a Stretching Sheet

机译:纳米颗粒磁性特性因拉伸薄片中的微柱流体流动偏孔磁性特性

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This article explores the impact of a magnetic dipole on the heat transfer phenomena of different nano-particles Fe (ferromagnetic) and Fe3O4 (Ferrimagnetic) dispersed in a base fluid ( 60 % water + 40 % ethylene glycol) on micro-polar fluid flow over a stretching sheet. A magnetic dipole in the presence of the ferrities of nano-particles plays an important role in controlling the thermal and momentum boundary layers. The use of magnetic nano-particles is to control the flow and heat transfer process through an external magnetic field. The governing system of partial differential equations is transformed into a system of coupled nonlinear ordinary differential equations by using appropriate similarity variables, and the transformed equations are then solved numerically by using a variational finite element method. The impact of different physical parameters on the velocity, the temperature, the Nusselt number, and the skin friction coefficient is shown. The velocity profile decreases in the order Fe (ferromagnetic fluid) and Fe3O4 (ferrimagnetic fluid). Furthermore, it was observed that the Nusselt number is decreasing with the increasing values of boundary parameter ( δ ) , while there is controversy with respect to the increasing values of radiation parameter ( N ) . Additionally, it was observed that the ferromagnetic case gained maximum thermal conductivity, as compared to ferrimagnetic case. In the end, the convergence of the finite element solution was observed; the calculations were found by reducing the mesh size.
机译:本文探讨了磁偶极物对分散在基础流体(60%水+ 40%乙二醇)中的不同纳米颗粒Fe(铁磁性)和Fe3O4(铁磁石)的传热现象对微极性流体流过的影响拉伸板。在纳米粒子的平流性存在下存在磁性偶极物在控制热和动量边界层方面发挥着重要作用。磁性纳米颗粒的使用是通过外部磁场控制流动和传热过程。通过使用适当的相似变量将部分微分方程的控制系统转换为耦合非线性常微分方程的系统,然后通过使用变分有限元方法来数值求解变换的方程。示出了不同物理参数对速度,温度,营养数和皮肤摩擦系数的影响。速度曲线在订单Fe(铁磁性流体)和Fe3O4(亚铁磁性流体)中减少。此外,观察到,利用增加的边界参数(δ)的增加值,纽带数量是降低的,而相对于辐射参数的增加值(n)则存在争议。另外,与铁磁性壳相比,观察到铁磁性壳体的最大导热性。最后,观察有限元溶液的收敛;通过减少网格尺寸来找到计算。

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