纳米流体的混合对流磁流体,用于含有微小自推进微生物的萨特比流体与化学反应:凯勒方框分析

F. Ali, Mustafa Kamal, Muhammad Faizan Ahmed, S. Zafar
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摘要

目前的工作旨在仔细研究旋转圆盘上的卡塔尼奥-克里斯托夫热流和质量流的生物对流萨特比纳米流体流动。热泳和布朗运动的影响得到了大量考虑。在分析传热和传质现象的过程中,需要考虑热辐射和化学反应的影响,这些影响容易受到对流边界条件的影响。首先,我们通过改变变换将物理模型的 PDE 简化为 ODE,然后使用 Keller Box 技术对变换后的 ODE 进行数值求解。随后对数值数据进行分析,以确定众多流动变量对流动剖面的作用。分析结果表明,流体变量 Δ 和多孔变量 K 的增加会导致径向 F'(ζ)、轴向 F(ζ) 和切向 G(ζ) 速度的降低。此外,我们还发现,热辐射 Rd 变量和热毕奥特数 B_T 值的增加大大有助于提高流体温度。浓度曲线显示,当施密特数 Sc 值上升时,浓度曲线呈下降趋势,但当溶质比奥特数 B_C 上升时,浓度曲线呈上升趋势。微生物会随着路易斯数 Lb 和佩克莱特数 Pe 的增大而衰减。
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Mixed convective magneto flow of nanofluid for the Sutterby fluid containing micro-sized selfpropelled microorganisms with chemical reaction: Keller Box Analysis
The current work aims to scrutinize the bioconvection Sutterby nanofluid flow of the Cattaneo-Christov heat and mass flux over a rotating disk. The effects of thermophoresis and Brownian motion receive considerable consideration. The process of analyzing heat and mass transfer phenomena involves taking into account the impacts of thermal radiation and chemical reactions that are susceptible to convective boundary conditions. Firstly, we reduce the PDEs of the physical model to ODEs through alter transformation and then numerically solved the transformed ODEs using Keller Box technique. An analysis of numerical data follows to ascertain the role of numerous flow variables on the flow profiles. Based on the findings, it is evident that an increase in the fluid variable Δ and the porous variable K leads a decrease in the, radial F'(ζ), axial F(ζ) and tangential G(ζ) velocities. Furthermore, we find that the growing values of the thermal radiation Rd variable and the thermal Biot number B_T greatly aid in raising the fluid's temperature. Concentration profile shows decreasing behavior for rising values of Schmidt number Sc but upsurge for solutal Biot number B_C. The microorganism is decayed with greater Lewis number Lb and Peclet number Pe.
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