Investigating heat transfer and fluid flow betwixt parallel surfaces under the influence of hybrid nanofluid suction and injection with numerical analytical technique

In this article, by using a novel approach, the heat transfer related to the hybrid nanofluid flow containing graphene oxide and copper particles in pure water, which is located in a rotating system, is analyzed. The innovation of this article, using a new approach, explores the heat transfer relate...

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Main Authors: Seyyed Amirreza Abdollahi, As'ad Alizadeh, ilia Chiniforooshan Esfahani, Meysam Zarinfar, Pooya Pasha
Format: Article
Language:English
Published: Elsevier 2023-05-01
Series:Alexandria Engineering Journal
Subjects:
Online Access:http://www.sciencedirect.com/science/article/pii/S111001682300145X
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author Seyyed Amirreza Abdollahi
As'ad Alizadeh
ilia Chiniforooshan Esfahani
Meysam Zarinfar
Pooya Pasha
author_facet Seyyed Amirreza Abdollahi
As'ad Alizadeh
ilia Chiniforooshan Esfahani
Meysam Zarinfar
Pooya Pasha
author_sort Seyyed Amirreza Abdollahi
collection DOAJ
description In this article, by using a novel approach, the heat transfer related to the hybrid nanofluid flow containing graphene oxide and copper particles in pure water, which is located in a rotating system, is analyzed. The innovation of this article, using a new approach, explores the heat transfer related to the flow of mixed nanofluid containing graphene oxide and copper particles in pure water, which is in a rotating system, and using the RBF method for the first time Investigates differential equations and simplified coupled equations. The radial basis function methodology was utilized to solve the equations, and the outcomes were compared to those obtained using the Runge –Kutta –Fehlberg numerical method. In this problem, there are much necessary quantities such as the Reynolds number, Nusselt number, Schmidt number, Thermophoretic quantity, Brownian quantity, Injection quantity, and Rotation quantity so that communication between them is investigated. Based on the results, with the increase of Reynolds number, the amount of heat transfer decreases significantly, and with the decrease of heat flows from the surfaces, the flow rate of fluid and nanofluid decreases. However, the concentration of nanomaterials reaches a maximum value as the Reynolds number increases.
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spelling doaj.art-e5472411738344fbb1bf8eb17980f4d52023-05-05T04:39:58ZengElsevierAlexandria Engineering Journal1110-01682023-05-0170423439Investigating heat transfer and fluid flow betwixt parallel surfaces under the influence of hybrid nanofluid suction and injection with numerical analytical techniqueSeyyed Amirreza Abdollahi0As'ad Alizadeh1ilia Chiniforooshan Esfahani2Meysam Zarinfar3Pooya Pasha4Mechanical Engineering, Energy conversion, Faculty of Mechanical Engineering, Tabriz University, Tabriz, Iran; Corresponding authors.Department of Civil Engineering, College of Engineering, Cihan University-Erbil, Erbil, IraqCollege of Engineering, Northeastern University, Boston, MA, 02115, United StatesDepartment of Civil engineering, Faculty of Bu-Alisina university, Hamedan, Iran; Corresponding authors.Department of mechanical Engineering, Mazandaran university of science and technology, Babol, IranIn this article, by using a novel approach, the heat transfer related to the hybrid nanofluid flow containing graphene oxide and copper particles in pure water, which is located in a rotating system, is analyzed. The innovation of this article, using a new approach, explores the heat transfer related to the flow of mixed nanofluid containing graphene oxide and copper particles in pure water, which is in a rotating system, and using the RBF method for the first time Investigates differential equations and simplified coupled equations. The radial basis function methodology was utilized to solve the equations, and the outcomes were compared to those obtained using the Runge –Kutta –Fehlberg numerical method. In this problem, there are much necessary quantities such as the Reynolds number, Nusselt number, Schmidt number, Thermophoretic quantity, Brownian quantity, Injection quantity, and Rotation quantity so that communication between them is investigated. Based on the results, with the increase of Reynolds number, the amount of heat transfer decreases significantly, and with the decrease of heat flows from the surfaces, the flow rate of fluid and nanofluid decreases. However, the concentration of nanomaterials reaches a maximum value as the Reynolds number increases.http://www.sciencedirect.com/science/article/pii/S111001682300145XNumerical MethodRadial Basis Function (RBF)Hybrid nanofluidNusselt numberReynolds numberRotating system
spellingShingle Seyyed Amirreza Abdollahi
As'ad Alizadeh
ilia Chiniforooshan Esfahani
Meysam Zarinfar
Pooya Pasha
Investigating heat transfer and fluid flow betwixt parallel surfaces under the influence of hybrid nanofluid suction and injection with numerical analytical technique
Alexandria Engineering Journal
Numerical Method
Radial Basis Function (RBF)
Hybrid nanofluid
Nusselt number
Reynolds number
Rotating system
title Investigating heat transfer and fluid flow betwixt parallel surfaces under the influence of hybrid nanofluid suction and injection with numerical analytical technique
title_full Investigating heat transfer and fluid flow betwixt parallel surfaces under the influence of hybrid nanofluid suction and injection with numerical analytical technique
title_fullStr Investigating heat transfer and fluid flow betwixt parallel surfaces under the influence of hybrid nanofluid suction and injection with numerical analytical technique
title_full_unstemmed Investigating heat transfer and fluid flow betwixt parallel surfaces under the influence of hybrid nanofluid suction and injection with numerical analytical technique
title_short Investigating heat transfer and fluid flow betwixt parallel surfaces under the influence of hybrid nanofluid suction and injection with numerical analytical technique
title_sort investigating heat transfer and fluid flow betwixt parallel surfaces under the influence of hybrid nanofluid suction and injection with numerical analytical technique
topic Numerical Method
Radial Basis Function (RBF)
Hybrid nanofluid
Nusselt number
Reynolds number
Rotating system
url http://www.sciencedirect.com/science/article/pii/S111001682300145X
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