Magnetohydrodynamics Peristaltic Flow of a Couple- Stress with Varying Temperature and concentration for Jeffrey Fluid through a Flexible Porous Medium
Keywords:
Jeffrey fluid, couple-stress flow, porous channel, wall properties.
Abstract
- The topic of this paper is the peristaltic motion of a non-Newtonian Jeffrey fluid with couple stress across a porous medium inside a horizontal conduit. The unit is strained by a uniform magnetic field. It is taken into account the effects of viscous dissipation, internal heat generation, and radiation. This approach solves the equations of momentum, temperature, and velocity. The numerical formulas for temperature, axial velocity, and velocity are calculated as functionsof the problem's physical parameters. Numerical calculations, as well as the effects of temperature and the inclined slanted magnetic field and concentration on the velocity equation, were conducted for this formula, and the results were shown on the channel wall. The results of the problem's physical parameters In a series of statistics, the effects of this formula are explained numerically and graphically.
Downloads
Download data is not yet available.
References
[1] Latham TW, MS Thesis, M III Cambridge, Massachusetts Institute of Technology, Cambridge,1966.
[2] Manton, M. J. (1975). Long-wavelength peristaltic pumping at low Reynolds number. Journal of Fluid Mechanics, 68(3), 467-476.
[3] M.A. Imran, Fizza Miraj, I. Khan, and Tlili, I. (2018). MHD fractional Jeffrey’s fluid flow in the presence of thermo diffusion, thermal radiation effects with first order chemical reaction and uniform heat flux. Results in Physics, 10, 10-17.
[4] Dheia G. Salih Al-khafajy and Ahmed Abd Alhadi, 2014. Magnetohydrodynamic Peristaltic flow of a couple stress with heat and mass transfer of a Jeffery fluid in a tube through porousmedium, Advances inPhysics Theories andApplications, Vol.32, ISSN 2225-0638.
[5] Gramer K.R. and pai-shih-1. 1973. Magnetohydrodynamic for Engineers and Applied physics, McGraw-Hill Book Company, New York.
[6] M.M. Bhatti, A. Zeeshan, N. Ijazb, O. Anwar Bég and A. Kadir. (2017). Mathematical modelling of nonlinear thermal radiation effects on EMHD peristaltic pumping of viscoelastic dusty fluid through a porous medium duct. Engineering science and technology, an international journal, 20(3), 1129-1139.
[7] S. Uddin, M. Mohamad, Mohammad Rahimi-Gorji, R. Roslan and Ibrahim M. Alarifi. (2020). Fractional electro-magneto transport of blood modeled with magnetic particles in cylindrical tube without singular kernel. Microsystem Technologies, 26(2), 405-414.
[8] Dheia Gaze Salih Al-Khafajy, Radiation and Mass Transfer Effects on MHD Oscillatory Flow For Jeffery Fluid With Variable Viscosity Through Porous Channel in the Presence of Chemical Reaction, 2019, Sci. Int. (Lahore), 31(2),223-228.
[9] Dheia G Salih Al-Khafajy And Ahmed A Hussien Al-Aridhee,. (2019, September). Influence of MHD Peristaltic Transport for Jeffrey Fluid with Varying Temperature and Concentration through Porous Medium. In Journal of Physics: Conference Series (Vol. 1294, No. 3, p. 032012). IOP Publishing.
[10] Dheia G Salih Al-Khafajy,. (2017). Influence of MHD and Wall Properties on the Peristaltic Transport of a Williamson Fluid with Variable Viscosity Through Porous Medium. Iraqi Journal of Science, 58(2C), 1076-1089.
[11] Hoseinzadeh S, Heyns PS, Chamkha AJ, Shirkhani A. Thermal analysis of porous fins enclosure with the comparison of analytical and numerical methods. J Therm Anal Calorim 2019;138(1).
[2] Manton, M. J. (1975). Long-wavelength peristaltic pumping at low Reynolds number. Journal of Fluid Mechanics, 68(3), 467-476.
[3] M.A. Imran, Fizza Miraj, I. Khan, and Tlili, I. (2018). MHD fractional Jeffrey’s fluid flow in the presence of thermo diffusion, thermal radiation effects with first order chemical reaction and uniform heat flux. Results in Physics, 10, 10-17.
[4] Dheia G. Salih Al-khafajy and Ahmed Abd Alhadi, 2014. Magnetohydrodynamic Peristaltic flow of a couple stress with heat and mass transfer of a Jeffery fluid in a tube through porousmedium, Advances inPhysics Theories andApplications, Vol.32, ISSN 2225-0638.
[5] Gramer K.R. and pai-shih-1. 1973. Magnetohydrodynamic for Engineers and Applied physics, McGraw-Hill Book Company, New York.
[6] M.M. Bhatti, A. Zeeshan, N. Ijazb, O. Anwar Bég and A. Kadir. (2017). Mathematical modelling of nonlinear thermal radiation effects on EMHD peristaltic pumping of viscoelastic dusty fluid through a porous medium duct. Engineering science and technology, an international journal, 20(3), 1129-1139.
[7] S. Uddin, M. Mohamad, Mohammad Rahimi-Gorji, R. Roslan and Ibrahim M. Alarifi. (2020). Fractional electro-magneto transport of blood modeled with magnetic particles in cylindrical tube without singular kernel. Microsystem Technologies, 26(2), 405-414.
[8] Dheia Gaze Salih Al-Khafajy, Radiation and Mass Transfer Effects on MHD Oscillatory Flow For Jeffery Fluid With Variable Viscosity Through Porous Channel in the Presence of Chemical Reaction, 2019, Sci. Int. (Lahore), 31(2),223-228.
[9] Dheia G Salih Al-Khafajy And Ahmed A Hussien Al-Aridhee,. (2019, September). Influence of MHD Peristaltic Transport for Jeffrey Fluid with Varying Temperature and Concentration through Porous Medium. In Journal of Physics: Conference Series (Vol. 1294, No. 3, p. 032012). IOP Publishing.
[10] Dheia G Salih Al-Khafajy,. (2017). Influence of MHD and Wall Properties on the Peristaltic Transport of a Williamson Fluid with Variable Viscosity Through Porous Medium. Iraqi Journal of Science, 58(2C), 1076-1089.
[11] Hoseinzadeh S, Heyns PS, Chamkha AJ, Shirkhani A. Thermal analysis of porous fins enclosure with the comparison of analytical and numerical methods. J Therm Anal Calorim 2019;138(1).
Published
2021-08-24
How to Cite
Razzaq Al-Waily, saif, & Dheia G. Salih Al-Khafajy. (2021). Magnetohydrodynamics Peristaltic Flow of a Couple- Stress with Varying Temperature and concentration for Jeffrey Fluid through a Flexible Porous Medium. Al-Qadisiyah Journal of Pure Science, 26(4), 466-484. https://doi.org/10.29350/qjps.2021.26.4.1373
Section
Special Issue (Silver Jubilee)
Copyright © Author(s) . This is an open access article distributed under the Creative Commons Attribution
License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly
cited.
