Abstract
This article presents a comparison between two two-dimensional finite volume flood propagation models: SRH-2D and Hydro_AS-2D. The models are compared using an experimental dam-break test case provided by Soares-Frazão (J Hydraul Res, 2007. doi:10.1080/00221686.2007.9521829). Four progressively refined meshes are used, and both models react adequately to mesh and time step refinement. Hydro_AS-2D shows some unphysical oscillations with the finest mesh and a certain loss of accuracy. For that test case, Hydro_AS-2D is more accurate for all meshes and generally faster than SRH-2D. Hydro_AS-2D reacts well to automatic calibration with PEST, whereas SRH-2D has some difficulties in retrieving the suggested Manning’s roughness coefficient.
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Abbreviations
- D :
-
Hydraulic diameter
- e :
-
Source term
- g :
-
Gravitational acceleration
- h :
-
Water depth
- k :
-
Turbulent kinetic energy
- n :
-
Manning’s roughness coefficient
- S fx , S fy :
-
Energy slope
- S bx , S by :
-
Bed slope
- T :
-
Turbulence stress
- u, v :
-
Velocity components
- z :
-
Water surface elevation
- z b :
-
Bed elevation
- μ :
-
Eddy viscosity
- μ 0 :
-
Kinematic viscosity of water
- μ t :
-
Turbulent eddy viscosity
- ρ :
-
Mass density
- τ :
-
Shear stress
References
AQUAVEO (2016) SMS 12.1—the complete surface-water solution. http://www.aquaveo.com/software/sms-surface-water-modeling-system-introduction. 10 Mar 2016
Berger RC, Tate JN, Brown GL, Savant G (2013) Adaptive hydraulics: users manual. http://adh.usace.army.mil
BMT-WBM (2014) TUFLOW FV user manual. In: Flexible mesh modelling. BMT-WBM, Brisbane, p 183
Boz Z, Erdoğdu F, Tutar M (2014) Effects of mesh refinement, time step size and numerical scheme on the computational modeling of temperature evolution during natural-convection heating. J Food Eng 123:8–16
Brunner GW (2016) HEC-RAS river analysis system user’s manual. US Army Corps of Engineers, Davis, p 960
Doherty, J (2008) PEST, model independent parameter estimation. User Manual: 5th Edition. Watermark Numerical Computing, Brisbane
Donnell BP (2006) RMA2 WES version 4.5. In: King I, Letter JV, McAnally WH, Thomas WA (eds) US army. Engineer Research and Development Center, p 277
Družeta S, Sopta L, Maćešić S, Črnjarić-Žic N (2009) Investigation of the importance of spatial resolution for two-dimensional shallow-water model accuracy. J Hydraul Eng 135:917–925
Ellis RJI, Doherty J, Searle RD, Moodie K (2009) Applying PEST (Parameter ESTimation) to improve parameter estimation and uncertainty analysis in WaterCAST models. In: 18th world IMACS/MODSIM congress. Modelling and Simulation Society of Australia and New-Zealand Inc., pp 3158–3164
Fabio P, Aronica GT, Apel H (2010) Towards automatic calibration of 2-D flood propagation models. Hydrol Earth Syst Sci. doi:10.5194/hess-14-911-2010
Froehlich DC (2002) User’s manual for FESWMS Flo2DH - Publication No. FHWA-RD-03-053
Hydronia (2015) RiverFlow2D plus two-dimensional finite-volume river dynamics model. Hydronia, Pembroke Pines, p 157
Jones DA (2011) The transition from earlier hydrodynamic models to current generation models. Master of Science, Brigham Young University, Brigham
Lai YG (2008) SRH-2D version 2: theory and user’s manual. U.S. Department of the interior - Bureau of Reclamation, Denver
Lai YG (2010) Two-dimensional depth-averaged flow modeling with an unstructured hybrid mesh. J Hydraul Eng 136:12–23
Lin Z (2010) Getting started with PEST. The University of Georgia, Athens
MacDonald I (1996) Analysis and computation of steady open channel flow. Doctor of Philosophy, University of Reading, Reading
McCloskey GL, Ellis RJ, Waters DK, Stewart J (2011) PEST hydrology calibration process for source catchments—applied to the Great Barrier Reef, Queensland. In: 19th international congress on modelling and simulation. Modelling and Simulation Society of Australia and New-Zealand Inc., pp 2359–2366
McKibbon J, Mahdi T-F (2010) Automatic calibration tool for river models based on the MHYSER software. Nat Hazards 54(3):879–899
Nujic M (2003) Hydro_AS-2D a two-dimensional flow model for water management applications user’s manual. Rosenheim, Deutschland. http://www.ib-nujic.de/
Shettar AS, Murthy KK (1996) A numerical study of division of flow in open channels. J Hydraul Res 34(5):651–675
Soares-Frazão S (2007) Experiments of dam-break wave over a triangular bottom sill. J Hydraul Res. doi:10.1080/00221686.2007.9521829
Tolossa GH (2008) Comparison of 2D Hydrodynamic models in River Reaches of Ecological Importance: Hydro_AS-2D and SRH-W. Institut für Wasserbau, Universität Stuttgart, Stuttgart
Tolossa HG, Tuhtan J, Schneider M, Wieprecht S (2009) Comparison of 2D hydrodynamic models in river reaches of ecological importance: HYDRO_AS-2D and SRH-W. In: 33rd IAHR World Congress Vancouver, Canada, pp 604–611
Vetsch D (2015) System manuals of basement. Swiss Federal Institute of Technology Zurich, Zurich, p 178
Zarrati AR, Tamai N, Jin YC (2005) Mathematical modeling of meandering channels with a generalized depth averaged model. J Hydraul Eng 131(6):467–475
Acknowledgements
This research was supported in part by a National Science and Engineering Research Council (NSERC) Discovery Grant, Application No: RGPIN-2016-06413.
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Lavoie, B., Mahdi, TF. Comparison of two-dimensional flood propagation models: SRH-2D and Hydro_AS-2D. Nat Hazards 86, 1207–1222 (2017). https://doi.org/10.1007/s11069-016-2737-7
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DOI: https://doi.org/10.1007/s11069-016-2737-7