A Computer Model for the Hydraulic Analysis of Open Channel Cross Sections

Irrigation and hydraulic engineers are often faced with the difficulty of tedious trial solutions of the Manning equation to determine the various geometric elements of open channels. This paper addresses the development of a computer model for the design of the most commonly used channel-sections....

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Main Authors: W. H. Shayya, R. H. Mohtar, M. S Baasiri
Format: Article
Language:English
Published: Sultan Qaboos University 1996-01-01
Series:Journal of Agricultural and Marine Sciences
Subjects:
Online Access:https://journals.squ.edu.om/index.php/jams/article/view/486
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spelling doaj-089f9a19cf3f43c484a6d2843a98cd5b2020-11-25T03:20:09ZengSultan Qaboos UniversityJournal of Agricultural and Marine Sciences2410-10602410-10791996-01-0110576410.24200/jams.vol1iss0pp57-64481A Computer Model for the Hydraulic Analysis of Open Channel Cross SectionsW. H. Shayya0R. H. Mohtar1M. S Baasiri2Department os Bioresource Engineering , College of Agriculture , Sultan Qaboos University, P.O.Box 34 Al-Khod 123, Sultanate of OmanDepartment of Agricultural Engineering, Penn. State University , U.S.A.Department of Soils, Irrigation and Mechanization, American University of Beirut, LebanonIrrigation and hydraulic engineers are often faced with the difficulty of tedious trial solutions of the Manning equation to determine the various geometric elements of open channels. This paper addresses the development of a computer model for the design of the most commonly used channel-sections. The developed model is intended as an educational tool. It may be applied to the hydraulic design of trapezoidal , rectangular, triangular, parabolic, round-concered rectangular, and circular cross sections. Two procedures were utilized for the solution of the encountered implicit equations; the Newton-Raphson and the Regula-Falsi methods.  In order to initiate the solution process , these methods require one and two initial guesses, respectively. Tge result revealed that the Regula-Flasi method required more iterations to coverage to the solution compared to the Newton-Raphson method, irrespective of the nearness of the initial guess to the actual solution. The average number of iterations for the Regula-Falsi method was approximately three times that of the Newton-Raphson method.https://journals.squ.edu.om/index.php/jams/article/view/486agricultural sciences
collection DOAJ
language English
format Article
sources DOAJ
author W. H. Shayya
R. H. Mohtar
M. S Baasiri
spellingShingle W. H. Shayya
R. H. Mohtar
M. S Baasiri
A Computer Model for the Hydraulic Analysis of Open Channel Cross Sections
Journal of Agricultural and Marine Sciences
agricultural sciences
author_facet W. H. Shayya
R. H. Mohtar
M. S Baasiri
author_sort W. H. Shayya
title A Computer Model for the Hydraulic Analysis of Open Channel Cross Sections
title_short A Computer Model for the Hydraulic Analysis of Open Channel Cross Sections
title_full A Computer Model for the Hydraulic Analysis of Open Channel Cross Sections
title_fullStr A Computer Model for the Hydraulic Analysis of Open Channel Cross Sections
title_full_unstemmed A Computer Model for the Hydraulic Analysis of Open Channel Cross Sections
title_sort computer model for the hydraulic analysis of open channel cross sections
publisher Sultan Qaboos University
series Journal of Agricultural and Marine Sciences
issn 2410-1060
2410-1079
publishDate 1996-01-01
description Irrigation and hydraulic engineers are often faced with the difficulty of tedious trial solutions of the Manning equation to determine the various geometric elements of open channels. This paper addresses the development of a computer model for the design of the most commonly used channel-sections. The developed model is intended as an educational tool. It may be applied to the hydraulic design of trapezoidal , rectangular, triangular, parabolic, round-concered rectangular, and circular cross sections. Two procedures were utilized for the solution of the encountered implicit equations; the Newton-Raphson and the Regula-Falsi methods.  In order to initiate the solution process , these methods require one and two initial guesses, respectively. Tge result revealed that the Regula-Flasi method required more iterations to coverage to the solution compared to the Newton-Raphson method, irrespective of the nearness of the initial guess to the actual solution. The average number of iterations for the Regula-Falsi method was approximately three times that of the Newton-Raphson method.
topic agricultural sciences
url https://journals.squ.edu.om/index.php/jams/article/view/486
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