In recent work, the Jeffrey liquid with uniform dust particles in a symmetric channel is studied. Moving sinusoidal wave is executed on the walls of the channel, which generates peristaltic transport in the fluid. The governing equations for fluid and dust particles have been formulated using stream function. Perturbation method is used to get analytical solution of the problem by using small wave number. Graphical analysis has been carried out for stream function and velocity of fluid and dust particles. Effects of different parameters such as curvature k, relaxation time ${\lambda }_2$, wave number $\delta$ and retardation time $\alpha$ are debated through graphs for both dust particles and fluid. The noteworthy outcomes are fluid velocity, pressure gradient in the region $xϵ[-4,-1.5]$ and bolus size increases by increasing $\alpha .$

在最近的工作中，研究了对称通道中具有均匀尘埃粒子的杰弗里液体。在通道壁上执行移动正弦波，从而在流体中产生蠕动传输。流体和尘埃粒子的控制方程已使用流函数公式化。微扰法是利用小波数得到问题的解析解。对流体和尘埃粒子的流函数和速度进行了图形分析。曲率k、弛豫时间等不同参数的影响${\lambda }_2$, 波数 $\delta$ 和延迟时间 $\alpha$通过灰尘颗粒和流体的图表进行辩论。值得注意的结果是该区域的流体速度、压力梯度$X\epsilon [-4,-1.5]$ 和丸剂大小增加 $\alpha .$