Peristaltic transport of a Ree‐Eyring fluid with non‐uniform complaint channel: An analysis through varying conditions

Author:

Li Shuguang1,Rajashekhar C.2,Nisar K. S.3ORCID,Mebarek‐Oudina Fateh4ORCID,Vaidya H.5,Khan M. Ijaz67ORCID,Prasad K. V.5,Balachandra H.8,Manjunatha G.8

Affiliation:

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

2. Department of Mathematics Manipal Institute of Technology Bengaluru Manipal Academy of Higher Education Manipal Karnataka India

3. Department of Mathematics College of Arts and Sciences Prince Sattam Bin Abdulaziz University Wadi Aldawaser Saudi Arabia

4. Department of Physics Faculty of Sciences University of 20 Août 1955‐Skikda Skikda Algeria

5. Department of Mathematics Vijayanagara Sri Krishnadevaraya University Ballari Karnataka India

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

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

8. Departtment of Mathematics Manipal Institute of Technology Manipal Academy of Higher Education Manipal Karnataka India

Abstract

AbstractThe peristaltic mechanism of a non‐Newtonian Ree‐Eyring liquid in the presence of variable liquid properties and heat transfer is an integral component of technology and healthcare systems. This study aims to investigate and analyze this mechanism, taking into account the influence of wall properties and variable liquid properties. The long wavelength and Low Reynolds approximations are used in the model designed for this purpose. A regular perturbation technique solves the resulting nonlinear partial differential equations with the proper non‐dimensional parameters. The magnetic field's influence is crucial in determining the fluid flow behavior, whereas the variable liquid properties significantly affect the temperature profiles. This research contributes to an improved understanding of peristalsis in the context of Ree‐Eyring liquids and has potential implications for several technical and medical applications.

Publisher

Wiley

Subject

Applied Mathematics,Computational Mechanics

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