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FRACTIONAL CALCULUS APPLIED IN SOLVING INSTABILITY PHENOMENON IN FLUID DYNAMICS
Journal: International Journal of Civil Engineering and Technology (IJCIET) (Vol.6, No. 5)Publication Date: 2015-06-17
Authors : Ravi Singh Sengar; Manoj Sharma; Ashutosh Trivedi;
Page : 34-44
Keywords : Fluid flow through porous media; Laplace transform; Fourier sine transform; Mittag - Leffler function; Fox-Wright function; Fractional time derivative;
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Abstract
The purpose of present paper is to find applications of Fractional Calculus approach in Fluid Mechanics. In this paper by generalizing the instability phenomenon in fluid flow through porous media with mean capillary pressure with transforming the problem into Fractional partial differential equation and solving it by applying Fractional Calculus and special functions
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Last modified: 2015-06-17 17:24:47