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Free convection flow of a magneto-micropolarnanofluid over an orthogonal plate in a saturated porous medium

机译：在饱和多孔介质中的正交板上通过磁性微聚诺南诺流体的自由对流流程

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摘要

This study presents a similar solution for a free convective flow of a micropolar nanofluid through an orthogonal plate in a saturated porous medium under the impact of magnetic field. The internal heating generation and without internal heating generation in the problem are explained. A set of nonlinear differential equations was converted into ordinary differential equations by appropriate conversions. This system of equations was numerically solved using bvp4c function in Matlab. Numerical results for the angular velocity, velocity, temperature, Nus-selt number, and skin friction are discussed. Calculations were done by parametrizing volume fraction parameter, micropolar, magnetic field, Darcy number, and the Prandtl number. Finally, this study intends to develop an intuitive understanding of similar models by emphasizing the physical arguments, which may be applicable for coating materials in chemical engineering, for instance, robust paints, production of aerosol deposition, and water-soluble solution thermal treatment.
机译：该研究在磁场的影响下，通过饱和多孔介质中的正交板具有类似的解决方案。解释了在问题中的内部加热和内部加热产生。通过适当的转换将一组非线性微分方程转换为常微分方程。使用BVP4C功能在MATLAB中进行了数值解决了该等式系统。讨论了角速度，速度，温度，NUS-SELT数和皮肤摩擦的数值结果。通过参数化体积分数参数，微波利卡，磁场，达西数和普朗特数来完成计算。最后，本研究旨在通过强调物理争论来发展对类似模型的直观理解，这可能适用于化学工程中的涂层材料，例如鲁棒涂料，气溶胶沉积的生产和水溶性溶液热处理。

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