Title of article
SOLUTION TO TIME FRACTIONAL COUETTE FLOW
Author/Authors
AGHILI, A Department of Applied Mathematics - Faculty of Mathematical Sciences - University of Guilan, Iran
Pages
11
From page
83
To page
93
Abstract
In this study, the Couette flow of a second grade fluid is discussed in a
porous layer when the bottom plate moves suddenly. The Laplace transform method
is implemented to derive the analytical solution.The main object of this paper is to
demonstrate how we can make significant progress in treating a variety of problems
in the theory of partial fractional differential equations by combining theory of special
functions and operational methods. In this article, it has been shown that the combined
use of integral transforms and exponential operators methods provides a powerful tool
to solve certain system of KdV. Constructive examples are also provided.
Keywords
Fractional partial differential equations , Riemann Liouville fractional derivative , Time fractional Couette flow , Laplace transforms , Fourier transforms
Journal title
Turkish World Mathematical Society Journal of Applied and Engineering Mathematics
Serial Year
2018
Record number
2581692
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