2023, Vol. 4, Issue 1, Part A
A reconstructive variation AL iteration technique for solving tenth-order boundary value problems using the second kind chebyshev polynomials
Author(s): Otaide Ikechukwu Jackson, Ayinde Muhammed Abdullahi, Oyedepo Taiye and Uwaheren Ohigwere Airenoni
Abstract: The reconstructive variational iteration technique using Chebyshev polynomials of the second kind was used to obtain the numerical solution of tenth order boundary value problems (BVPs.) in this paper. The proposed modification is made by constructing Chebyshev polynomials of the second kind for the given boundary value problems (BVPs.) and used as a basis functions for the approximation. Numerical examples where also given to show the efficiency and reliability of the proposed method. Calculations were performed using maple 18 software.
Pages: 12-20 | Views: 240 | Downloads: 92Download Full Article: Click HereHow to cite this article:
Otaide Ikechukwu Jackson, Ayinde Muhammed Abdullahi, Oyedepo Taiye, Uwaheren Ohigwere Airenoni. A reconstructive variation AL iteration technique for solving tenth-order boundary value problems using the second kind chebyshev polynomials. Int J Mater Sci 2023;4(1):12-20.