A NEW APPROACH TO FIND SOLUTION OF A FALLING BODY

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Published: Sep 29, 2017

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R.UMAMAHESHWAR RAO

Abstract

In this paper we are using the new integral transform method called Elzaki Transform for solving the first order ordinary differential equations occurred in falling body problems.

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How to Cite
RAO, R. (2017). A NEW APPROACH TO FIND SOLUTION OF A FALLING BODY. Journal of Global Research in Mathematical Archives(JGRMA), 4(9), 13–18. Retrieved from https://jgrma.com/index.php/jgrma/article/view/321
Issue
Vol. 4 No. 9 (2017): September-2017
Section
Research Paper

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References

Tarig.M.Elzaki, The New Integral Transform “Elzaki Transform “, Global Journal of Pure

and Applied Mathematics, Vol.7, No.1,(2011), 57-64.

Hasen Eltayeh and Adem Kilicman, On Some Application of a New Integral Transform,

International Journal of Math Analysis, Vol.4, No.3, (2010), 123-132.

Alan Jeffrey Advanced Advanced Engineering Mathematics, Academic Press, (2002).

J.Zhang and A Sumudu Based Algorithm for Solving Differential Equations, Comp.Sci.J.

Moldova Vol.15, No.3, (2007), 303-313.

G Kwatugala, Sumudu Transform-An Integral Transform to Solve Differential Equations

Control Engineering Problemsâ€, International J.Math.Ed.Sci.Tech, 24, (1993), 35-43.

Belgacem, F,B.M.Boundary value problems with indefinite weight and applications,

International Journal of Problems of nonlinear analysis in engineering systems, 10(2),

(1999), 51-58.

R.Umamaheshwar Rao and P.Naresh, “Elzaki Transform for Natural Growth and Decayâ€,

International Journal of Mathematics and Its Applications, Vol.5, Issue 3-C, (2017), p.305-

R.Umamaheshwar Rao and P.Naresh, “Newton’s Law of Cooling- Elzaki Transformâ€,

International Journal of Innovative Research in Science, Engineering and Technology,

Vol.6, Issue-8 (2017), P. 16543-16548.