Investigating the generalizability of the results obtained from laboratory models to natural rivers for estimating the head-discharge curve

Document Type : Article frome a thesis

Authors

1 Master's degree student, Department of Water Engineering, Faculty of Agriculture and Natural Resources, Imam Khomeini International University

2 Associate Professor of Imam Khomeini International University, Faculty of Agriculture and Natural Resources, Department of Water Engineering, Qazvin, Iran

Abstract

Abstract
Introduction:
Researchers have performed many Experimental and theoretical studies to estimate river-stage-discharge curves using the manning roughness coefficient. In natural rivers, in flood conditions, with increasing flow rate, water flows out of the central canal through the floodplains, thus the shape of the river and roughness coefficient change.
Methods:
In this research, nine laboratory models and six natural rivers data were used to examine the accuracy of different Divided Channel Methods, DCMs, of rivers’ stage-discharge formulas to calculate the roughness. The cross section of rivers along the route would change significantly, therefore, the method with the least sensitivity to cross-sectional shape changes has the more generalizability. In the process of this research, the Manning coefficient was calculated using different methods and various laboratory data.
Findings:
After reviewing the results of the different DCM methods, SC-SEV, SC-SIV, SC-SIH techniques were found as the less sensitive methods to cross-sectional changes to determine the roughness coefficient.
 

Keywords

Main Subjects


1.               Kouchakzadeh. S MN. Free Surface Flow Hydraulics. Tehran, Iran: University of Tehran press; 1992.

2.       Shiono K, Al-Romaih JS, Knight DW. Stage-Discharge assessment in compound meandering channels. J Hydraul Eng. 1999;125(1):66–77.

3.       FaghfourMaghrebi M, Heidarbeigi AA. Analytical Investigation of Stage-Discharge Relationships of Compound-Composite Channels. J Civ Eng. 2010;21(1):125–41.

4.               Singh P, Tang X. Zonal and Overall Discharge Prediction Using Momentum Exchange in Smooth and Rough Asymmetric Compound Channel Flows. Vol. 146, Journal of Irrigation and Drainage Engineering. 2020.

5.               Khatua KK. Interaction of Flow and Estimation of Discharge in two Stage Meandering Compound Channels. Department of Civil Engineering National Institute of Technology Rourkela, India.; 2007.

6.       Macintosh JC. Hydraulic characteristics in channels of complex cross-section. Department of Civil Engineering University of Queensland AUSTRAL.; 1990.

7.       Spooner J. Flow structures in a compound meandering channel with at and natural bedforms. Loughborough University, England.; 2001.

8.       Al-Khatib IA, Dweik AA, Gogus M. Evaluation of separate channel methods for discharge computation in asymmetric compound channels. Vol. 24, Flow Measurement and Instrumentation. 2012. p. 19–25.

9.               A. Maghrebi, M. F. Heidarbeigi A. Analytical Investigation of Stage-Discharge Relationships of Compound-Composite Channels. Journal of Civil Engineering Ferdowsi. 2010; 21(1): 125.

10.   Nourozi, Gh. Ahmadi, M. M. Ghaderi, K. Hashemi MS. Prediction of discharge-Ashle relationship using data group control (GMDH) method (Case study: Mand River in Bushehr province). In: International conference on sustainable development, strategies and challenges with a focus on Agriculture, Natural Resources, Environment and Tourism. 7-9 March 2017, Tabriz , Iran.; 2017.

11.   Mohaghegh A, Kouchakzadeh S. Evaluation of Stage-Discharge Relationship in Compound Channels. J Hydrodyn. 2008 Feb 1;20(1):81–7.

12.   Hin LS, Bessaih N, Ling LP, Ghani AA, Zakaria NA, Seng MY. A study of hydraulic characteristics for flow in equatorial rivers. Int J River Basin Manag. 2008 Sep;6(3):213–23.

13.   Abdelhaleem FS, Amin AM, Helal EY. Mean flow velocity in the Nile River, Egypt: an overview of empirical equations and modification for low-flow regimes. Hydrol Sci J. 2021 Jan 25;66(2):239–51.

14.   Ogbiye AS, Onakunle OO, Omole DO. Hydro-geometrical data analyses of River Atuwara at Ado-Odo/Otta, Ogun State. Data Br. 2018 Jun;18:1795–801.

15.   James Maurice BBJ. Geometric parameters that influence floodplain flow. 1977.

16.   Bousmar D. Flow modelling in compound channels: momentum transfer between main hannel and prismatic or non-prismatic floodplains. UCL; 2002.

17.   Atabay S. Stage-discharge, resistance and sediment transport relationships for flow in straight compound channels. University of Birmingham, U.K.; 2001.

18.   Joo. CBH SD. Study of Flow in a Non-symmetrical Compound Channel with Rough Flood Plain. J Inst Eng. 2008;69(2):18–26.

19.   University of Birmingham. Flow database [online]. http://www.flowdata.bham.ac.uk. 2001.