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primary topic: Meshless point interpolation formulation of kinematic wave equation for flood routing

Meshless point interpolation formulation of kinematic wave equation for flood routing
type: AcademicArticle
type: Article
abstract: This study presents the meshless Point Interpolation Method (PIM) formulation to solve kinematic wave equation for flood routing. It details on Galerkin residual method employing PIM shape functions in discretizing the unsteady partial differential equation. Two nonlinear solvers are considered; Picard and Newton-Raphson. The formulation are verified against both hypothetical data obtained from conventional numerical methods (finite difference and finite element method) and gauged data obtained from an actual river. Close agreements are obtained between the proposed PIM formulation and the conventional methods thus highlight the potential of PIM as an alternative numerical method in the field of hydrologic modelling. © Medwell Journals, 2017.
date: 2017
volume: 12
issue: 20
is part of: Journal of Engineering and Applied Sciences
status: peerReviewed
status: published
author list: authors
type: EPrint
type: ArticleEPrint
is part of: repository

Medwell Journals
type: Organization

Journal of Engineering and Applied Sciences
type: Collection
issn: 1816949X

E.H. Kasiman
type: Person
given name: E.H.
family name: Kasiman

Z. Yusop
type: Person
given name: Z.
family name: Yusop

M.A.M. Noor
type: Person
given name: M.A.M.
family name: Noor

H. Hirol
type: Person
given name: H.
family name: Hirol

A.K.B. Hong
type: Person
given name: A.K.B.
family name: Hong

A.Y.M. Yassin
type: Person
given name: A.Y.M.
family name: Yassin

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primary topic: Meshless point interpolation formulation of kinematic wave equation for flood routing