P-ISSN: 2707-8205, E-ISSN: 2707-8213
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2022, Vol. 3, Issue 1, Part A
Approximate solution of tenth-order boundary value problems using variational iteration techniques via chebyshev-hermite polynomials
Author(s): Otaide Ikechukwu Jackson, Ayinde Muhammed Abdullahi, Isiaq Ajimoti Adam and Oyedepo Taiye
Abstract: The numerical solution of tenth order boundary value problems was obtained in this paper by employing the Variational iteration technique with Chebyshev-Hermite polynomials. The proposed modification involves constructing Chebyshev-Hermite polynomials for the given boundary value problems, which are then used as basis functions for the approximation. Numerical examples were also provided to demonstrate the proposed method's efficiency and applicability. The calculations were carried out using the Maple 18 software.
Pages: 30-36 | Views: 284 | Downloads: 111
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How to cite this article:
Otaide Ikechukwu Jackson, Ayinde Muhammed Abdullahi, Isiaq Ajimoti Adam, Oyedepo Taiye. Approximate solution of tenth-order boundary value problems using variational iteration techniques via chebyshev-hermite polynomials. Int J Automobile Eng 2022;3(1):30-36.
