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Impact of Homogeneous/Heterogeneous Reactions and Convective Conditions on Peristaltic Fluid Flow in a Symmetric Channel

机译:均质/非均质反应和对流条件对对称通道中蠕动流体流动的影响

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摘要

Simultaneous impacts of homogeneous and heterogeneous reaction and Joule heating in magnetohydrodynamic (MHD) peristaltic flowof viscous fluid in a symmetric channel are analyzed in this investigation.Attention has been focused on designing and simulating a mathematicalmodel for a viscous fluid in presence of viscous dissipation. Long wavelength approximation in wave frame analysis is implemented. Expressionsfor the stream function, axial pressure gradient, temperature, heat transfer coefficient and concentration are derived and discussed. In addition,the trapping phenomenon is analyzed. The effects of the physical quantities of concern are viewed with a special focus on homogeneous andheterogeneous reaction and convective conditions for the transfer of heatat the walls. It is observed that the pressure rise first increases and thendecreases with an increase in amplitude ratio. Effects of Brinkman andHartmann numbers on temperature are quite analogous and a temperaturerise is observed, however, temperature decays for the increased value ofBiot number. Moreover, fluid concentration decreases when the value ofthe homogeneous reaction parameter is increased.
机译:本文分析了均相和非均相反应以及焦耳热对对称通道中粘性流体动力学(MHD)蠕动流动的影响。人们的注意力集中在设计和模拟存在粘性耗散的粘性流体的数学模型上。在波帧分析中实现了长波长近似。推导并讨论了流函数、轴向压力梯度、温度、传热系数和浓度的表达式。此外,还分析了捕获现象。关注的物理量的影响特别关注均匀和非均相反应以及热量在墙壁上传递的对流条件。据观察,随着振幅比的增加,压力上升先增加后减少。Brinkman 和 Hartmann 数对温度的影响非常相似,并且观察到温度升高,但是,随着 Biot 数值的增加,温度会衰减。此外,当均相反应参数值增加时,流体浓度会降低。

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