Optimizing the Rate of Heat Transfer through Nanofluid Impinging upon a Continuously Deforming Riga Plate using Taguchi Method

Motive of this article is to analyse the heat transfer and nanoparticle migration in a stagnation point flow of nanofluid towards a continuously deforming riga plate with the help of passive flow control technique. The mathematical model dictating the flow situation are based on Buongiorno’s two pha...

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Main Authors: Ashutosh Pandey, Manoj Kumar Mishra
Format: Article
Language:English
Published: Elsevier 2024-03-01
Series:Case Studies in Thermal Engineering
Subjects:
Online Access:http://www.sciencedirect.com/science/article/pii/S2214157X24001461
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author Ashutosh Pandey
Manoj Kumar Mishra
author_facet Ashutosh Pandey
Manoj Kumar Mishra
author_sort Ashutosh Pandey
collection DOAJ
description Motive of this article is to analyse the heat transfer and nanoparticle migration in a stagnation point flow of nanofluid towards a continuously deforming riga plate with the help of passive flow control technique. The mathematical model dictating the flow situation are based on Buongiorno’s two phase convective heat transport model. The partial differential equations of the mathematical model are transformed into dimensionless ordinary differential equations using suitable similarity variables. The numerical similar solution of the problem is obtained using the MATLAB’s inbuilt bvp4c package. The results for velocity, temperature, nanoparticle volume fraction and quantities of engineering interests are presented graphically to show the effect of various flow controlling parameters. Further, Taguchi optimization technique along with ANOVA and multivariate regression analysis is performed to optimize the heat transfer of the system against selected parameters. The statistical analysis for the Nusselt number suggests that, the thermophoresis effect is most significant phenomenon, whereas Brownian motion has least significance over the Nusselt number among the flow parameters. The outcome of present study have implication in many real life processes, such as the thermal design of industrial equipment dealing with molten plastics, crystalline materials and polymeric liquids.
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spelling doaj.art-91d9ad407c6648faac8d3be8482361d92024-02-14T05:17:19ZengElsevierCase Studies in Thermal Engineering2214-157X2024-03-0155104115Optimizing the Rate of Heat Transfer through Nanofluid Impinging upon a Continuously Deforming Riga Plate using Taguchi MethodAshutosh Pandey0Manoj Kumar Mishra1Department of Mathematics, School of Advanced Sciences VIT – AP University, Andhra Pradesh 522237, IndiaCorresponding author.; Department of Mathematics, School of Advanced Sciences VIT – AP University, Andhra Pradesh 522237, IndiaMotive of this article is to analyse the heat transfer and nanoparticle migration in a stagnation point flow of nanofluid towards a continuously deforming riga plate with the help of passive flow control technique. The mathematical model dictating the flow situation are based on Buongiorno’s two phase convective heat transport model. The partial differential equations of the mathematical model are transformed into dimensionless ordinary differential equations using suitable similarity variables. The numerical similar solution of the problem is obtained using the MATLAB’s inbuilt bvp4c package. The results for velocity, temperature, nanoparticle volume fraction and quantities of engineering interests are presented graphically to show the effect of various flow controlling parameters. Further, Taguchi optimization technique along with ANOVA and multivariate regression analysis is performed to optimize the heat transfer of the system against selected parameters. The statistical analysis for the Nusselt number suggests that, the thermophoresis effect is most significant phenomenon, whereas Brownian motion has least significance over the Nusselt number among the flow parameters. The outcome of present study have implication in many real life processes, such as the thermal design of industrial equipment dealing with molten plastics, crystalline materials and polymeric liquids.http://www.sciencedirect.com/science/article/pii/S2214157X24001461NanofluidPassive controlRiga plateTaguchi methodANOVA
spellingShingle Ashutosh Pandey
Manoj Kumar Mishra
Optimizing the Rate of Heat Transfer through Nanofluid Impinging upon a Continuously Deforming Riga Plate using Taguchi Method
Case Studies in Thermal Engineering
Nanofluid
Passive control
Riga plate
Taguchi method
ANOVA
title Optimizing the Rate of Heat Transfer through Nanofluid Impinging upon a Continuously Deforming Riga Plate using Taguchi Method
title_full Optimizing the Rate of Heat Transfer through Nanofluid Impinging upon a Continuously Deforming Riga Plate using Taguchi Method
title_fullStr Optimizing the Rate of Heat Transfer through Nanofluid Impinging upon a Continuously Deforming Riga Plate using Taguchi Method
title_full_unstemmed Optimizing the Rate of Heat Transfer through Nanofluid Impinging upon a Continuously Deforming Riga Plate using Taguchi Method
title_short Optimizing the Rate of Heat Transfer through Nanofluid Impinging upon a Continuously Deforming Riga Plate using Taguchi Method
title_sort optimizing the rate of heat transfer through nanofluid impinging upon a continuously deforming riga plate using taguchi method
topic Nanofluid
Passive control
Riga plate
Taguchi method
ANOVA
url http://www.sciencedirect.com/science/article/pii/S2214157X24001461
work_keys_str_mv AT ashutoshpandey optimizingtherateofheattransferthroughnanofluidimpinginguponacontinuouslydeformingrigaplateusingtaguchimethod
AT manojkumarmishra optimizingtherateofheattransferthroughnanofluidimpinginguponacontinuouslydeformingrigaplateusingtaguchimethod