Velocity slip and temperature jump effects on entropy generation of MHD second-grade hybrid nanofluid in Jeffery-Hamel flow

IF 4 3区 工程技术 Q1 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS International Journal of Numerical Methods for Heat & Fluid Flow Pub Date : 2024-07-30 DOI:10.1108/hff-05-2024-0396
Mohamed Kezzar, Nabil Talbi, Saeed Dinarvand, Sanatan Das, Mohamed Rafik Sari, Samia Nasr, Ali Akhlaghi Mozaffar
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Abstract

Purpose

This paper aims to model and analyze Jeffery Hamel’s channel flow with the magnetohydrodynamics second-grade hybrid nanofluid. Considering the importance of studying the velocity slip and temperature jump in the boundary conditions of the flow, which leads to results close to reality, this paper intends to analyze the mentioned topic in the convergent and divergent channels that have significant applications.

Design/methodology/approach

The examination is conducted on a EG-H_2 O <30%–70%> base fluid that contains hybrid nanoparticles (i.e. SWCNT-MWCNT). To ensure comprehensive results, this study also considers the effects of thermal radiation, thermal sink/source, rotating convergent-divergent channels and magnetic fields. Initially, the governing equations are formulated in cylindrical coordinates and then simplified to ordinary differential equations through appropriate transformations. These equations are solved using the Explicit Runge–Kutta numerical method, and the results are compared with previous studies for validation.

Findings

After the validation, the effect of the governing parameters on the temperature and velocity of the second-grade hybrid nanofluid has been investigated by means of various and comprehensive contours. In the following, the issue of entropy generation and its related graphical results for this problem is presented. The mentioned contours and graphs accurately display the influence of problem parameters, including velocity slip and temperature jump. Besides, when thermal radiation is introduced (Rd = +0.1 and Rd = +0.2), entropy generation in convergent-divergent channels decreases by 7% and 14%, respectively, compared to conditions without thermal radiation (Rd = 0). Conversely, increasing the thermal sink/source from 0 to 4 leads to an 8% increase in entropy generation at Q = 2 and a 17% increase at Q = 4 in both types of channels. The details of the analysis of contours and the entropy generation results are fully mentioned in the body of the paper.

Originality/value

There are many studies on convergent and divergent channels, but this study comprehensively investigates the effects of velocity slip and temperature jump and certainly, this geometry with the specifications presented in this paper has not been explored before. Among the other distinctive features of this paper compared to previous works, the authors can mention the presentation of velocity and temperature results in the form of contours, which makes the physical analysis of the problem simpler.

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速度滑移和温度跃迁对 Jeffery-Hamel 流动中 MHD 二级混合纳米流体熵生成的影响
目的 本文旨在利用磁流体动力学二级混合纳米流体对 Jeffery Hamel 的通道流进行建模和分析。考虑到研究流动边界条件中速度滑移和温度跃迁的重要性,从而得出接近实际的结果,本文打算在具有重要应用价值的收敛和发散通道中分析上述主题。 设计/方法/途径 本文的研究对象是含有混合纳米粒子(即 SWCNT-MWCNT)的 EG-H_2 O <30%-70%>基液。为确保结果的全面性,本研究还考虑了热辐射、热沉/热源、旋转汇聚-发散通道和磁场的影响。首先,在圆柱坐标下制定了控制方程,然后通过适当的变换将其简化为常微分方程。结果经过验证后,通过各种综合等值线研究了控制参数对第二级混合纳米流体的温度和速度的影响。下文将介绍该问题的熵产生问题及其相关图形结果。上述等值线和图形准确地显示了问题参数的影响,包括速度滑移和温度跃迁。此外,当引入热辐射(Rd = +0.1 和 Rd = +0.2)时,收敛-发散通道中的熵生成量与无热辐射(Rd = 0)条件相比分别减少了 7% 和 14%。相反,将热沉/热源从 0 增加到 4 会导致两类通道在 Q = 2 时的熵生成量增加 8%,在 Q = 4 时增加 17%。关于等值线分析和熵生成结果的细节在论文正文中有详细说明。原创性/价值关于收敛和发散通道的研究很多,但本研究全面研究了速度滑移和温度跃迁的影响,当然,本文所介绍的这种几何规格的研究之前还没有过。与之前的研究相比,本文的其他显著特点包括:作者以等值线的形式呈现速度和温度结果,这使得问题的物理分析更加简单。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
9.50
自引率
11.90%
发文量
100
审稿时长
6-12 weeks
期刊介绍: The main objective of this international journal is to provide applied mathematicians, engineers and scientists engaged in computer-aided design and research in computational heat transfer and fluid dynamics, whether in academic institutions of industry, with timely and accessible information on the development, refinement and application of computer-based numerical techniques for solving problems in heat and fluid flow. - See more at: http://emeraldgrouppublishing.com/products/journals/journals.htm?id=hff#sthash.Kf80GRt8.dpuf
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