The purpose of this paper is to investogate the ectromagnetic and micropolar properties on biviscosity fluid flow with heat and mass transfer through a non-Darcy porous medium. Morever, The heat source, viscous dissipation, thermal diffusion and chemical reaction are taken into consideration. The system of non linear equations which govern the motion is transformed into ordinary differential equations by using a suitable similarity transformations. These equations are solved by making use of Rung–Kutta–Merson method in a shooting and matching technique. The numerical solutions of the velocity, microtation velocity, temperature and concentration are obtained as a functions of the physical parameters of the problem. Moreover the effects of these parameters on these solutions are discussed numerically and depicted graphically. It is found that the microtation velocity increases or deceases as the electric parameter, Hartman parameter and the microrotation parameter increase. Morever, the temperature increases as Forschheimer number, Eckert number increase.

中文翻译：

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具有传热和传质的微极性非牛顿流体边界层流的电磁效应和非达西效应

本文的目的是研究通过非达西多孔介质的传热和传质对双粘性流体流动的顺磁和微极性特性。此外，考虑了热源，粘性耗散，热扩散和化学反应。通过使用适当的相似性变换，将控制运动的非线性方程组转换为常微分方程。通过在射击和匹配技术中使用Rung–Kutta–Merson方法来求解这些方程式。速度，微粒化速度，温度和浓度的数值解作为问题物理参数的函数而获得。此外，这些参数对这些解决方案的影响将通过数字方式进行讨论并以图形方式进行描述。发现随着电参数，哈特曼参数和微旋转参数的增加，微粉化速度增加或减少。此外，温度随着弗氏（Forschheimer）数，埃克特（Eckert）数的增加而增加。