Elzaki decomposition method for approximate solution of a one-dimensional heat model with axial symmetry

Elzaki decomposition method for approximate solution of a one-dimensional heat model with axial symmetry

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This paper considers the application of the Elzaki Decomposition Method (EDM) for approximate solution of a one-dimensional heat model with axial symmetry. By the proposed EADM, the series solutions of the sampled cases are obtained with ease and high level of accuracy as regards less computational time. These results, therefore, show the effectiveness of the proposed method.
 
Published at IEEE Xplore
Pages 294-296
Published in 2020
 
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visit (https://ieeexplore.ieee.org/xpl/conhome/9186528/proceeding?pageNumber=3)
 
 
S. O. Edeki , J. A. Braimah, F. O. Egara and O. P. Ogundile
Ogundile Opeyemi » Opeyemi Paul Ogundile obtained his B.Sc and M.Sc in Industrial Mathematics from Covenant University. He works as a researcher and Lecturer at the department of mathematics, Covenant University,Ota, Ogun State. His research interests include: Financial and Computational Mathematics, Modelling, Stochastic processes and numerics. view full profile
Ogundile Opeyemi
 
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