Title of article
Quintic Spline Solution of Boundary Value Problems in the Plate Deflection Theory.
Author/Authors
Rashidinia, J. iran university of science and technology - School of Mathematics, تهران, ايران , Mohammadi, R. iran university of science and technology - School of Mathematics, تهران, ايران , Jalilian, R. iran university of science and technology - School of Mathematics, تهران, ايران
From page
53
To page
59
Abstract
In this paper, Quintic spline in off-step points is used for the solution of fourth-order boundary value problems. Spline relations and boundary formulas are developed and the convergence analysis of the given method is investigated. Numerical illustrations are given to show the applicability and efficiency of our method.
Keywords
Fourth , order ordinary differential equation , Quintic spline , Off , step points , Convergence analysis , Monotone matrix.
Journal title
Scientia Iranica(Transactions B:Mechanical Engineering)
Journal title
Scientia Iranica(Transactions B:Mechanical Engineering)
Record number
2700172
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