Thermal radiative flux and energy of Arrhenius evaluation on stagnating point flowing of Carreau nanofluid: A thermal case study

This research extends to investigate the effects of activation energy and thermal radiation on mixed convection striation point flow of Carreau liquid toward the stretchable sheet. Heat transport assessment is utilized in the existence of activation energy. For flowing formulations, Carreau substanc...

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Main Authors: M. Israr Ur Rehman, Haibo Chen, Wasim Jamshed, Mohamed R. Eid, Kamel Guedri, Sayed M. El Din
Format: Article
Language:English
Published: Elsevier 2022-12-01
Series:Case Studies in Thermal Engineering
Subjects:
Online Access:http://www.sciencedirect.com/science/article/pii/S2214157X22008206
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author M. Israr Ur Rehman
Haibo Chen
Wasim Jamshed
Mohamed R. Eid
Kamel Guedri
Sayed M. El Din
author_facet M. Israr Ur Rehman
Haibo Chen
Wasim Jamshed
Mohamed R. Eid
Kamel Guedri
Sayed M. El Din
author_sort M. Israr Ur Rehman
collection DOAJ
description This research extends to investigate the effects of activation energy and thermal radiation on mixed convection striation point flow of Carreau liquid toward the stretchable sheet. Heat transport assessment is utilized in the existence of activation energy. For flowing formulations, Carreau substance rheological relationships are used. For modelling and simulation, the Buongiorno nanoliquid model with thermophoretic and Brownian diffusion features is used. The obtained partial differential equation is converted to an ordinary differential equation by utilizing appropriate transmission. The mathematical formulation of the outcoming equation is achieved by utilizing the RK-Fehlberg approach with the bvp4c technique. This assessment illustrates several significant empirical features of flow and heat transport. Numerical simulations are taken for various scales of Hartmann number, temperature ratio parameter, and Schmidt number. The assumption is that the velocity estimation reduces the Hartmann number. The opposite result of the thermal ratio parameter remains valid for the Nusselt effect and temperature curve. Furthermore, the influence of Schmidt quantity on the Sherwood amount and solutal contour are extremely opposite.
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spelling doaj.art-589b3040074f4d9c8800ac99127d3b1e2022-12-22T03:48:37ZengElsevierCase Studies in Thermal Engineering2214-157X2022-12-0140102583Thermal radiative flux and energy of Arrhenius evaluation on stagnating point flowing of Carreau nanofluid: A thermal case studyM. Israr Ur Rehman0Haibo Chen1Wasim Jamshed2Mohamed R. Eid3Kamel Guedri4Sayed M. El Din5School of Mathematics and Statistics, Central South University, Changsha, 410083, ChinaSchool of Mathematics and Statistics, Central South University, Changsha, 410083, ChinaDepartment of Mathematics, Capital University of Science and Technology (CUST), Islamabad, 44000, Pakistan; Corresponding author.Department of Mathematics, Faculty of Science, New Valley University, Al-Kharga, Al-Wadi Al-Gadid, 72511, Egypt; Department of Mathematics, Faculty of Science, Northern Border University, Arar, 1321, Saudi ArabiaMechanical Engineering Department, College of Engineering and Islamic Architecture, Umm Al-Qura University, P. O. Box 5555, Makkah, 21955, Saudi ArabiaCenter of Research, Faculty of Engineering, Future University in Egypt New Cairo, 11835, EgyptThis research extends to investigate the effects of activation energy and thermal radiation on mixed convection striation point flow of Carreau liquid toward the stretchable sheet. Heat transport assessment is utilized in the existence of activation energy. For flowing formulations, Carreau substance rheological relationships are used. For modelling and simulation, the Buongiorno nanoliquid model with thermophoretic and Brownian diffusion features is used. The obtained partial differential equation is converted to an ordinary differential equation by utilizing appropriate transmission. The mathematical formulation of the outcoming equation is achieved by utilizing the RK-Fehlberg approach with the bvp4c technique. This assessment illustrates several significant empirical features of flow and heat transport. Numerical simulations are taken for various scales of Hartmann number, temperature ratio parameter, and Schmidt number. The assumption is that the velocity estimation reduces the Hartmann number. The opposite result of the thermal ratio parameter remains valid for the Nusselt effect and temperature curve. Furthermore, the influence of Schmidt quantity on the Sherwood amount and solutal contour are extremely opposite.http://www.sciencedirect.com/science/article/pii/S2214157X22008206Carreau nanofluidMixed convectionStagnating point flowingThermal radiativeActivation energy
spellingShingle M. Israr Ur Rehman
Haibo Chen
Wasim Jamshed
Mohamed R. Eid
Kamel Guedri
Sayed M. El Din
Thermal radiative flux and energy of Arrhenius evaluation on stagnating point flowing of Carreau nanofluid: A thermal case study
Case Studies in Thermal Engineering
Carreau nanofluid
Mixed convection
Stagnating point flowing
Thermal radiative
Activation energy
title Thermal radiative flux and energy of Arrhenius evaluation on stagnating point flowing of Carreau nanofluid: A thermal case study
title_full Thermal radiative flux and energy of Arrhenius evaluation on stagnating point flowing of Carreau nanofluid: A thermal case study
title_fullStr Thermal radiative flux and energy of Arrhenius evaluation on stagnating point flowing of Carreau nanofluid: A thermal case study
title_full_unstemmed Thermal radiative flux and energy of Arrhenius evaluation on stagnating point flowing of Carreau nanofluid: A thermal case study
title_short Thermal radiative flux and energy of Arrhenius evaluation on stagnating point flowing of Carreau nanofluid: A thermal case study
title_sort thermal radiative flux and energy of arrhenius evaluation on stagnating point flowing of carreau nanofluid a thermal case study
topic Carreau nanofluid
Mixed convection
Stagnating point flowing
Thermal radiative
Activation energy
url http://www.sciencedirect.com/science/article/pii/S2214157X22008206
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