The stage–discharge curve for a complex spillway geometry has been computed with a three-dimensional numerical model. The model solved the Reynolds-averaged Navier–Stokes equations using the k–ε turbulence model. An orthogonal fixed grid was used, where the cells could be wet, dry or partially wet. A volume-of-fluid method was used to compute the location of the free surface in the grid. The spillway consisted of four partly separated free overflow chambers, with tunnel outlets. The four tunnels joined in a collection tunnel where free surface occurred in some sections and filled the tunnel in others. The resulting stage–discharge curve, therefore, showed two parts: one for low discharges with dominantly free surface flow in the tunnels and another part when the tunnels were filled. The results were compared with a physical model study. The deviation between the computed and measured values of the rating curve were under 2% for most of the curve, but rose to a maximum value of 10% where the flow was most complex. The findings indicate that a three-dimensional numerical model can be an accurate, inexpensive and rapid tool to predict the stage–discharge curve for complex spillways.
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June 2010
Research Article|
June 01 2010
Numerical modelling of the capacity for a complex spillway Available to Purchase
J. Jacobsen, MSc;
J. Jacobsen, MSc
Consulting Engineer
Acona Wellpro AS, Stavanger, Norway
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N. R. B. Olsen, Dr. Ing
N. R. B. Olsen, Dr. Ing
Professor
Department of Hydraulic and Environmental Engineering, The Norwegian University of Science and Technology, Trondheim, Norway
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Publisher: Emerald Publishing
Revision Received:
December 05 2008
Accepted:
August 03 2009
Online ISSN: 1751-7729
Print ISSN: 1741-7589
© 2010 Thomas Telford Ltd
2010
Proceedings of the Institution of Civil Engineers - Water Management (2010) 163 (6): 283–288.
Article history
Revision Received:
December 05 2008
Accepted:
August 03 2009
Citation
Jacobsen J, Olsen NRB (2010), "Numerical modelling of the capacity for a complex spillway". Proceedings of the Institution of Civil Engineers - Water Management, Vol. 163 No. 6 pp. 283–288, doi: https://doi.org/10.1680/wama.2010.163.6.283
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