Magnetic field and dissipation effects on mixed convection viscous fluid flow by a channel in the presence of porous medium and heat generation/absorption phenomenon

Author:

Xin Xiao1,Masthanaiah Y.23,Rushikesava A.4,Tarakaramu Nainaru56,Abdullaev Sherzod78,Khan M. Ijaz910ORCID,Bouazzi Imen Rashid11

Affiliation:

1. College of Foreign Studies Shandong Technology and Business University Yantai China

2. Department of Mathematics Sri Venkateshwara University Tirupati Andra Pradesh India

3. Department of Mathematics Humanities and Basic Sciences Annamacharya Institute of Technology & Sciences Tirupati Andra Pradesh India

4. Department of Mathematics School of Advanced Sciences Vellore Institute of Technology Vellore Tamil Nadu India

5. Department of Mathematics School of Liberal Arts & Sciences Mohan Babu University Tirupati Andra Pradesh India

6. Department of Mathematics General Engineering Basic Sciences and Humanities Sree Vidyanikethan Engineering College Tirupati Andra Pradesh India

7. Faculty of Chemical Engineering New Uzbekistan University Tashkent Uzbekistan

8. Department of Science and Innovation Tashkent State Pedagogical University named after Nizami Tashkent Uzbekistan

9. Department of Mathematics and Statistics Riphah International University I‐14 Islamabad Pakistan

10. Department of Mechanical Engineering Lebanese American University Kraytem Beirut Lebanon

11. College of Engineering King Khalid University Saudi Arabia

Abstract

AbstractIn this study, we investigate the phenomenon of mixed convection in viscous fluid flow by a vertical channel, considering the presence of magneto‐hydro‐dynamics and porosity. Mixed convection occurs when both buoyancy forces and external forces, such as pumps or fans, influence the flow behavior. Understanding and accurately predicting mixed convection is crucial for optimizing heat exchanger design and performance. To model the temperature equation, we utilize the concept of the first law of thermodynamics. Additionally, we incorporate effects such as Joule heating, heat generation, and radiative heat flux in the energy equation modeling. The resulting physical liquid equations are solved using the shooting technique with the RKF (Runge–Kutta–Fehlberg) scheme. We present graphical representations of the flow variables, discussing their behavior in detail. The introduction provides an overview of the paper's roadmap, while the conclusion highlights the main and significant results obtained from our study. We found that, the temperature is more when liquid motion in between channel for large numerical values of thermal radiation parameter and Reynolds number.

Publisher

Wiley

Subject

Applied Mathematics,Computational Mechanics

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