Home
Add
Get on Google Play
Home
> Edit
Add/Update Thesis
Title*
Author's Name*
Supervisor's Name
Abstract
The objectives of this thesis is to explore analytical solutions of velocity field, shear stress and temperature distribution subject to the electrically conducting flows of fractionalized non-Newtonian fluids embedded with porous medium. The mathematical modeling of governing equations for fluid flow has been established in terms of fractional derivatives and solved by employing discrete Laplace, Fourier Sine and Hankel transforms. The newly defined fractional derivatives namely Atangana-Baleanu and Caputo fractional derivatives have been implemented on the problems of fluid flows. The general solutions have been investigated under the influence of fractional and non-fractional (ordinary) parameters, magnetohydrodynamics (MHD), porous medium, heat and mass transfer and nanoparticles suspended in base fluids. The obtained solutions satisfy initial, boundary and natural conditions, expressed in terms of special functions and have been reduced for special and limiting cases as well. Moreover, influence of magnetic field, porosity, fractional parameter, heat and mass transfer, nanoparticles and different rheological parameters of practical interest have been investigated. At the end, in order to highlight the differences and similarities among various rheological parameters, the graphical illustration has been depicted for fluid flows.
Subject/Specialization
Language
Program
Faculty/Department's Name
Institute Name
Univeristy Type
Public
Private
Campus (if any)
Institute Affiliation Inforamtion (if any)
City where institute is located
Province
Country
Degree Starting Year
Degree Completion Year
Year of Viva Voce Exam
Thesis Completion Year
Thesis Status
Completed
Incomplete
Number of Pages
Urdu Keywords
English Keywords
Link
Select Category
Religious Studies
Social Sciences & Humanities
Science
Technology
Any other inforamtion you want to share such as Table of Contents, Conclusion.
Your email address*