EFFECTS OF VARIABLE HEAT AND MASS TRANSFER ON THE UNSTEADY FLOW OF BRINKMAN-TYPE FLUID: A FRACTIONAL MODEL

Authors

  • Muhammad Shoaib
  • Madeha Gohar
  • Aamina Aamina City University of Science and Information Technology, Peshawar

Abstract

The aim of the present work is to investigate the natural convective hydromagnetic flow of generalized Brinkman-type fluid in an oscillatory plate, the effect of heat and mass transfer also taken into account. The classical model has been converted to fractional model by using the newly introduced definition of non-integer ordered derivative namely Caputo-Fabrizio (CF) derivative and then obtained the exact solution for the considered model via Laplace transform technique. Furthermore, the influence of embedded parameters are shown graphically and discussed in detail. The compression has also been discussed and it has been noted that the concern fractional reliable than the previous fractional model

Published

2019-07-18

How to Cite

Shoaib, M., Gohar, M., & Aamina, A. (2019). EFFECTS OF VARIABLE HEAT AND MASS TRANSFER ON THE UNSTEADY FLOW OF BRINKMAN-TYPE FLUID: A FRACTIONAL MODEL. City University International Journal of Computational Analysis, 1(2), 10–16. Retrieved from http://cuijca.com/ojs/index.php/ijca/article/view/24

Issue

Vol. 1 No. 2: Jul-Dec (2017)

Section

Articles

License

Copyright (c) 2019 Muhammad Shoaib, Madeha Gohar, Aamina Aamina

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