Impact of the Stefan gusting on a bioconvective nanofluid with the various slips over a rotating disc and a substance-responsive species

K. Gangadhar, M. Rao, M. A. Kumari, A. Wakif
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Abstract

This paper presents thorough computational and theoretical analyses of steady forced convective flow over a rotating disc submerged in a water-based nanofluid containing microorganisms. It delves into the examination of boundary layer flow characteristics of a viscous nanofluid, considering Stefan blowing effects and multiple slip conditions influenced by a magnetic field. Notably, the study accounts for novel aspects such as thermal radiation and both constructive and destructive chemical reactions. The movement of nanoparticles is elucidated based on thermophoresis and microscopic behaviors, while changes in volume fraction do not affect the thermo-physical properties of the nanofluid. To address the altered nonlinear set of differential equations, an effective numerical approach, the Keller-Box method, is implemented for critical and efficient solutions. These appropriate transformations are defined and applied. When compared to blowing suction, it shows a better enhancement in the rate of heat transfer, mass, and microorganisms. Some of the main observations are there is a decrease in wall skin friction in the directions of radial and tangential as magnetic field strength is increased. The evaluation of thermal boundary layer thickness and temperature is noted for the radiation parameter (Rd) improvement. The present analysis has applications in electromagnetic micro-pumps and nanomechanics. As to the applications in the science and engineering fields, technologies such as micro-electromechanical systems-based microfluidic devices and microfluidic-related technologies will be accepted.
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斯特凡阵风对生物对流纳米流体的影响,该流体在旋转圆盘和物质响应物种上有不同的滑动方式
本文对浸没在含有微生物的水基纳米流体中的旋转圆盘上的稳定强制对流进行了深入的计算和理论分析。它深入研究了粘性纳米流体的边界层流动特性,考虑了斯特凡吹气效应和受磁场影响的多重滑移条件。值得注意的是,该研究考虑到了热辐射以及建设性和破坏性化学反应等新的方面。根据热泳和微观行为阐明了纳米粒子的运动,而体积分数的变化不会影响纳米流体的热物理性质。为了解决已改变的非线性微分方程组,采用了一种有效的数值方法,即 Keller-Box 方法,以获得临界和高效的解决方案。我们定义并应用了这些适当的变换。与吹吸法相比,它能更好地提高传热、传质和微生物的速率。一些主要的观察结果表明,随着磁场强度的增加,径向和切向的壁面摩擦力会减小。对热边界层厚度和温度的评估表明辐射参数 (Rd) 有所改善。本分析可应用于电磁微泵和纳米力学。至于在科学和工程领域的应用,基于微机电系统的微流体设备和微流体相关技术等技术将被接受。
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