This article studies the flow induced by cilia for a compressible Jeffrey fluid. The investigation is carried out for electrically conducting magnetohydrodynamic fluid in a space of porous media. The fluid flows inside a two-dimensional symmetric channel. The flow is demonstrated considering small magnetic Reynolds number and velocity slip at the wall. Perturbation technique is used in finding the solution. For different values of parameters, the net axial velocity is computed up to second-order calculations. It is interesting to note that Jeffrey fluid fluctuations decline as it changes from hydrodynamics to hydromagnetic fluid and as a consequence the retardation time turns out to be weak.

本文研究了由纤毛引起的可压缩杰弗里流体的流动。对多孔介质空间中的磁流体流体进行导电研究。流体在二维对称通道内流动。考虑到较小的雷诺数和壁面的速度滑移，证明了这种流动。摄动技术被用于寻找解。对于不同的参数值，将计算净轴向速度直至进行二阶计算。有趣的是，杰弗里流体的波动随着从流体动力学到流体流体的变化而减小，因此延迟时间变得很弱。