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基于多孔介质的萨特比纳米材料熵优化流动:布翁焦尔诺纳米流体模型。

Entropy optimized flow of Sutterby nanomaterial subject to porous medium: Buongiorno nanofluid model.

作者信息

Li Shuguang, Khan M Ijaz, Alruqi Adel Bandar, Khan Sami Ullah, Abdullaev Sherzod Shukhratovich, Fadhl Bandar M, Makhdoum Basim M

机构信息

School of Computer Science and Technology, Shandong Technology and Business University, Yantai, 264005, China.

Department of Mechanical Engineering, Lebanese American University, Kraytem, Beirut 1102-2801, Lebanon.

出版信息

Heliyon. 2023 Jun 29;9(7):e17784. doi: 10.1016/j.heliyon.2023.e17784. eCollection 2023 Jul.

DOI:10.1016/j.heliyon.2023.e17784
PMID:37449115
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC10336520/
Abstract

Owing to enhanced thermal impact of nanomaterials, different applications are suggested in engineering and industrial systems like heat transfer devices, energy generation, extrusion processes, engine cooling, thermal systems, heat exchanger, chemical processes, manufacturing systems, hybrid-powered plants etc. The current communication concerns the optimized flow of Sutterby nanofluid due to stretched surface in view of different thermal sources. The investigation is supported with the applications of external heat source, magnetic force and radiative phenomenon. The irreversibility investigation is deliberated with implementation of thermodynamics second law. The thermophoresis and random movement characteristics are also studied. Additionally, first order binary reaction is also examined. The nonlinear system of the governing problem is obtained which are numerically computed by s method. The physical aspects of prominent flow parameters are attributed graphically. Further, the analysis for entropy generation and Bejan number is focused. It is observed that the velocity profile increases due to Reynolds number and Deborah number. Larger Schmidt number reduces the concentration distribution. Further, the entropy generation is improved against Reynolds number and Brinkman parameter.

摘要

由于纳米材料的热效应增强,在工程和工业系统中有不同的应用建议,如传热设备、能源发电、挤压工艺、发动机冷却、热系统、热交换器、化学工艺、制造系统、混合动力工厂等。当前的交流涉及考虑不同热源时,拉伸表面下萨特比纳米流体的优化流动。该研究得到了外部热源、磁力和辐射现象的应用支持。通过热力学第二定律的实施来进行不可逆性研究。还研究了热泳和随机运动特性。此外,还研究了一级二元反应。得到了控制问题的非线性系统,并用s方法进行了数值计算。突出流动参数的物理方面通过图形进行了归因。此外,重点分析了熵产生和贝扬数。观察到速度分布随雷诺数和德博拉数增加。较大的施密特数会降低浓度分布。此外,相对于雷诺数和布林克曼参数,熵产生得到了改善。

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