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首页> 外文期刊>Mathematical Biosciences: An International Journal >Transient magneto-peristaltic flow of couple stress biofluids: A magneto-hydro-dynamical study on digestive transport phenomena
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Transient magneto-peristaltic flow of couple stress biofluids: A magneto-hydro-dynamical study on digestive transport phenomena

机译:耦合应力生物流体的瞬态磁蠕动流:消化运输现象的磁流体动力学研究

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摘要

Magnetic fields are increasingly being utilized in endoscopy and gastric transport control. In this regard, the present study investigates the influence of a transverse magnetic field in the transient peristaltic rheological transport. An electrically-conducting couple stress non-Newtonian model is employed to accurately simulate physiological fluids in peristaltic flow through a sinusoidally contracting channel of finite length. This model is designed for computing the intra-bolus oesophageal and intestinal pressures during the movement of food bolus in the digestive system under magneto-hydro-dynamic effects. Long wavelength and low Reynolds number approximations have been employed to reduce the governing equations from nonlinear to linear form, this being a valid approach for creeping flows which characterizes physiological dynamics. Analytical approximate solutions for axial velocity, transverse velocity, pressure gradient, local wall shear stress and volumetric flow rate are obtained for the non-dimensional conservation equations subject to appropriate boundary conditions. The effects of couple stress parameter and transverse magnetic field on the velocity profile, pressure distribution, local wall shear stress and the averaged flow rate are discussed with the aid of computational results. The comparative study of non-integral and integral number of waves propagating along the finite length channel is also presented. Magnetic field and non-Newtonian properties are found to strongly influence peristaltic transport.
机译:内窥镜检查和胃运输控制中越来越多地利用磁场。在这方面,本研究调查了横向磁场在瞬态蠕变流变迁移中的影响。导电耦合应力非牛顿模型用于精确模拟通过有限长度的正弦收缩通道的蠕动流中的生理流体。设计该模型的目的是在磁流体动力学作用下,计算食物团在消化系统中运动过程中的团内食道和肠内压力。长波长和低雷诺数近似已被用来将控制方程从非线性形式简化为线性形式,这是表征物理动力学的蠕变流的有效方法。对于在适当边界条件下的无量纲守恒方程,获得了轴向速度,横向速度,压力梯度,局部壁面剪应力和体积流量的解析近似解。借助计算结果,讨论了耦合应力参数和横向磁场对速度分布,压力分布,局部壁面剪应力和平均流速的影响。还介绍了沿有限长度通道传播的非整数和整数波的比较研究。发现磁场和非牛顿特性强烈影响蠕动传输。

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