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Significance of solar radiation and magnetic dipole impact on micropolar ferromagnetic fluid flow via an extending surface using finite element approach

机译:Significance of solar radiation and magnetic dipole impact on micropolar ferromagnetic fluid flow via an extending surface using finite element approach

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摘要

The Galerkin finite element approach is utilized to examine the significance of magnetic dipole and solar radiation on the dynamic of micropolar ferromagnetic fluid due to extending stretch surface. The magnetic field and the significant power of magnetic dipole help to stabilize the magnetized nanoparticles inside the fluid. The solid nano‐sized particles are incorporated due to enhanced host fluid thermal conductivity, which plays a significant role in heat exchangers, modern nano‐technology, electronics chips, and materials sciences. In the present elaborated problem, with the aid of similarity transformation, the partial differential formulation is transformed into a set of dimensionless ordinary differential equations, and finds a numerical solution via finite element discretization. The detailed parametric study corresponding to various physical conditions is carried out to reveal that incremented ferromagnetic interaction variable recedes the flow speed, but it grows the thermal and microrotation distributions, and the decline in temperature is observed with the increment of ratio, viscous dissipation, and curie temperature parameters. The reliability of the Matlab code and validity of the solution has been tested with already available literature data and see a good comparison of current results.
机译:伽辽金有限元方法是利用检查磁偶极子的重要性和太阳辐射微极的动态铁磁流体由于扩展延伸表面。磁偶极子的力量帮助稳定在流体磁化纳米颗粒。固体纳米量大小的粒子合并加强主机流体导热系数,它发挥了重要作用,热吗交换机、现代纳米检测技术、电子产品芯片,和材料科学。阐述了问题,借助相似转换、偏微分制定转化为一组无量纲的常微分方程,并找到一个通过有限元数值解离散化。对应不同的物理条件进行显示,增加铁磁交互变量消退流速度,但它越来越热,microrotation分布和下降温度是观察到的增量比,粘性耗散和居里温度参数。和解决方案的有效性测试现有文献数据和看到一个好比较当前的结果。

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