A semi analytic iterative method for solving two forms of blasius equation / Mat Salim Selamat, Nurul Atkah Halmi and Nur Azyyati Ayob

In this paper, a semi analytic iterative method (SAIM) is presented for solving two forms of Blasius equation. Blasius equation is a third order nonlinear ordinary differential equation in the problem of the two-dimensional laminar viscous flow over half-infinite domain. In this scheme, the first so...

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Main Authors: Selamat, Mat Salim, Halmi, Nurul Atkah, Ayob, Nur Azyyati
Format: Article
Language:English
Published: Universiti Teknologi MARA, Negeri Sembilan 2019
Subjects:
Online Access:https://ir.uitm.edu.my/id/eprint/30591/
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author Selamat, Mat Salim
Halmi, Nurul Atkah
Ayob, Nur Azyyati
author_facet Selamat, Mat Salim
Halmi, Nurul Atkah
Ayob, Nur Azyyati
author_sort Selamat, Mat Salim
building UiTM Institutional Repository
collection Online Access
description In this paper, a semi analytic iterative method (SAIM) is presented for solving two forms of Blasius equation. Blasius equation is a third order nonlinear ordinary differential equation in the problem of the two-dimensional laminar viscous flow over half-infinite domain. In this scheme, the first solution which is in a form of convergent series solution is combined with Padé approximants to handle the boundary condition at infinity. Comparison the results obtained by SAIM with those obtained by other method such as variational iteration method and differential transform method revealed the effectiveness of the SAIM.
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publishDate 2019
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spelling uitm-305912020-06-01T01:59:26Z https://ir.uitm.edu.my/id/eprint/30591/ A semi analytic iterative method for solving two forms of blasius equation / Mat Salim Selamat, Nurul Atkah Halmi and Nur Azyyati Ayob joa Selamat, Mat Salim Halmi, Nurul Atkah Ayob, Nur Azyyati Equations Mathematical statistics. Probabilities In this paper, a semi analytic iterative method (SAIM) is presented for solving two forms of Blasius equation. Blasius equation is a third order nonlinear ordinary differential equation in the problem of the two-dimensional laminar viscous flow over half-infinite domain. In this scheme, the first solution which is in a form of convergent series solution is combined with Padé approximants to handle the boundary condition at infinity. Comparison the results obtained by SAIM with those obtained by other method such as variational iteration method and differential transform method revealed the effectiveness of the SAIM. Universiti Teknologi MARA, Negeri Sembilan 2019 Article PeerReviewed text en https://ir.uitm.edu.my/id/eprint/30591/1/30591.pdf Selamat, Mat Salim and Halmi, Nurul Atkah and Ayob, Nur Azyyati (2019) A semi analytic iterative method for solving two forms of blasius equation / Mat Salim Selamat, Nurul Atkah Halmi and Nur Azyyati Ayob. (2019) Journal of Academia <https://ir.uitm.edu.my/view/publication/Journal_of_Academia.html>, 7 (2). pp. 76-85. ISSN 2289-6368 https://nsembilan.uitm.edu.my/joacns/
spellingShingle Equations
Mathematical statistics. Probabilities
Selamat, Mat Salim
Halmi, Nurul Atkah
Ayob, Nur Azyyati
A semi analytic iterative method for solving two forms of blasius equation / Mat Salim Selamat, Nurul Atkah Halmi and Nur Azyyati Ayob
title A semi analytic iterative method for solving two forms of blasius equation / Mat Salim Selamat, Nurul Atkah Halmi and Nur Azyyati Ayob
title_full A semi analytic iterative method for solving two forms of blasius equation / Mat Salim Selamat, Nurul Atkah Halmi and Nur Azyyati Ayob
title_fullStr A semi analytic iterative method for solving two forms of blasius equation / Mat Salim Selamat, Nurul Atkah Halmi and Nur Azyyati Ayob
title_full_unstemmed A semi analytic iterative method for solving two forms of blasius equation / Mat Salim Selamat, Nurul Atkah Halmi and Nur Azyyati Ayob
title_short A semi analytic iterative method for solving two forms of blasius equation / Mat Salim Selamat, Nurul Atkah Halmi and Nur Azyyati Ayob
title_sort semi analytic iterative method for solving two forms of blasius equation / mat salim selamat, nurul atkah halmi and nur azyyati ayob
topic Equations
Mathematical statistics. Probabilities
url https://ir.uitm.edu.my/id/eprint/30591/
https://ir.uitm.edu.my/id/eprint/30591/