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Some β-Laplace Transform of Confluent Hyper-Geometric Function and Its Application on Nanofluids


Amit Gaur, Garima Agarwal
Pages: 105-114
ISBN: 978-93-5834-115-7


Advances in Academic Research and Development (Volume -13)

Advances in Academic Research and Development
(Volume - 13)

Abstract

In current paper, some β-Laplace transform of Kummer’s confluent hyper-geometric function has been obtained. These β-Laplace transforms are play key roles in solving second order differential equation with polynomial coefficient arises in nanofluid. In this paper we have obtain general solution of generalized second order differential equation with boundary value of the temperature of nanofluid in terms of confluent hypergeometric function.

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