Solution of Advection-Diffusion Equation for Concentration of Pollution and Dissolved Oxygen in the River Water by Elzaki Transform
Journal Title: American journal of Engineering Research - Year 2016, Vol 5, Issue 9
Abstract
In this article, a new integral transform called as Elzaki transform is used to solve the model consists of a couple of advection-diffusion equations. These advection-diffusion equations have much importance in chemistry, engineering and sciences. These advection-diffusion equations play a very important role to study the parameters regarding river pollution and are used to predict the level of pollution concentration and level of dissolved oxygen concentration in the river water. We have obtained the solutions for advection-diffusion equations by Elzaki transform. These results prove that the Elzaki transform is quite applicable and useful for finding solutions of the problems related to pollution and dissolved oxygen level in river water.
Authors and Affiliations
Pradip R. Bhadane1,, Kirtiwant P. Ghadle2
Keywords
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