多孔介质纳米流体在具有磁流体力学效应的波纹收敛-发散围护结构中的热分析实验与数值研究

IF 4 3区 工程技术 Q1 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS
Nehad Abid Allah Hamza, Amal Hussein Oliwie, Nejla Mahjoub Said, Isam Abed, Qusay Rasheed
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引用次数: 0

摘要

目的 本研究旨在通过实验和数值方法研究在磁流体力学(MHD)自然对流作用下,将波浪形发散-收敛波纹状围护结构分为两部分的热分析。左侧部分充满了 Al2O3/C2H6O2 纳米流体,右侧部分为多孔介质饱和的 Al2O3/C2H6O2,中心为波纹圆柱体。该系统与许多工程应用相关。研究分析了影响热性能的关键因素,如纳米流体体积分数、达西数、哈特曼数、MHD 倾角和瑞利数。本研究评估了这些参数在三种热源情况下对流体功能、平均努塞尔特数和等温线的影响:加热波纹圆柱体、加热磁源以及加热纳米流体、多孔介质和波纹壁。这些控制方程被转换为无量纲形式,并使用基于有限元法的 COMSOL 6.0 进行数值求解。结果表明,增加雷利数(Ra)和达西数(Da)可使努塞尔特数增加 55%,表明传热增强。垂直磁源(γ = 90°)进一步提高了热性能。相反,热性能随着哈特曼数(Ha)的增加而降低。当热源作用于波纹圆柱体时,观察到最高的努塞尔特数,其次是纳米流体-多孔接触的右侧,而纳米流体接触的左侧最低。实验数据表明,磁场的存在可以显著提高温度,从而增强自然对流的热传递,尤其是当热源施加在纳米流体与多孔接触区域时。此外,它还同时使用了两种流体,将外壳分为两部分:右侧装有与多孔介质混合的纳米流体,而左侧只装有纳米流体。该系统的中心还包括一个有四个起伏的波纹圆柱体。热源的位置对散热有很大影响。因此,对三个不同的位置进行了研究:恒温加热圆柱体、加热外壳左侧和加热右侧。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Experimental and numerical study of thermal analysis of Al2O3/C2H6O2 nanofluid with porous medium in corrugated converge-diverge enclosure with magnetohydrodynamic effect

Purpose

This study aims to investigate experimentally and numerically the thermal analysis of a wavy diverging-converging corrugated enclosure, partitioned into two parts under the effect of magnetohydrodynamic (MHD) natural convection. The left part was filled with Al2O3/C2H6O2 nanofluid, while the right part was Al2O3/C2H6O2 saturated by a porous medium, featuring a corrugated cylinder at the center. This system is relevant to many engineering applications. Key factors affecting thermal performance, such as nanofluid volume fraction, Darcy number, Hartmann number, inclination angle of MHD and Rayleigh number, were analyzed. This study evaluated the impact of these parameters on stream function, average Nusselt number and isothermal lines under three heat source scenarios: heating the corrugated cylinder, heating the magnetic source and heating the nanofluid, porous media and corrugated walls.

Design/methodology/approach

The main governing equations for the nanofluid flow are mass, momentum and heat transfer, while the porous media are modeled using the Darcy–Brinkmann model. These governing equations are transformed into a dimensionless form and solved numerically using COMSOL 6.0 based on the finite-element method. Dynamic viscosity, density and thermal conductivity equations are used to calculate the properties of the nanofluid at different volume concentrations.

Findings

The results showed that increasing the Rayleigh number (Ra) and Darcy number (Da) increased the Nusselt number by 55%, indicating enhanced heat transfer. A vertical magnetic source (γ = 90°) further improved thermal performance. Conversely, thermal performance decreased with increasing Hartmann number (Ha). The highest Nusselt number was observed when the heat source was applied to the corrugated cylinder, followed by the right side with nanofluid–porous contact and was lowest for the left side with nanofluid contact. Experimental data demonstrated that the presence of a magnetic field can significantly increase the temperature, thereby enhancing heat transfer by natural convection, particularly when the heat source is applied in the region of nanofluid–porous contact.

Originality/value

The primary originality of this work lies in the use of a novel design featuring a diverging-converging structure with a wavy wall. In addition, it uses two types of fluids simultaneously, dividing the enclosure into two sections: the right side contains nanofluid mixed with a porous medium, while the left side is filled with nanofluid only. The system also includes a corrugated cylinder at its center with four undulations. The position of the heat source significantly influences heat dissipation. Therefore, three different positions were examined: heating the cylinder at a constant temperature, heating the left side of the enclosure and heating the right side.

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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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