Natural Hazards

, Volume 76, Issue 2, pp 1335–1356 | Cite as

On the effect of bed condition on the development of tsunami-induced loading on structures using OpenFOAM

Original Paper

Abstract

In this study, a multiphase three-dimensional numerical model using the volume of fluid method is applied to investigate tsunami-like bores propagating over dry and wet flume beds and their interaction with a structural model. Physical results from a set of laboratory experiments conducted at the Canadian Hydraulics Centre of the National Research Council (NRC-CHC) in Ottawa, Canada, are used to perform a quantitative and qualitative validation of the numerical model results. Hydraulic bores, with varying initial downstream depths, generated by the sudden opening of a gated reservoir are released into a channel and impact a free-standing structure located downstream in the flume. Simultaneously, the authors analyze their propagation characteristics. Time-histories of run-up, pressure, and net base shear force acting on the structure placed in the downstream flume section are analyzed to further understand the development of hydrodynamic loading. Furthermore, an analysis of the velocity fields, before and during interaction with the structure, is presented to elucidate how the bed condition (wet or dry) effects water surface elevation and loading on the structural model.

Keywords

Hydrodynamic loading Tsunami Air entrainment OpenFOAM Hydraulic bore 

Notes

Acknowledgments

The authors would like to express their gratitude to Mr. Taofiq Al-Faesly for providing the results obtained from his experimental program.

References

  1. Al-Faesly T, Palermo D, Nistor I, Cornett A (2012) Experimental modeling of extreme hydrodynamic forces on structural models. Int J Prot Struct 3(4):477–505CrossRefGoogle Scholar
  2. Árnason H (2005) Interactions between an incident bore and a free-standing coastal structure. Doctoral dissertation, University of Washington, SeattleGoogle Scholar
  3. Berberović E (2010) Investigation of free-surface flow associated with drop impact: Numerical simulations and theoretical modeling. Doctoral dissertation, TU Darmstadt, DarmstadtGoogle Scholar
  4. Chanson H (2006) Tsunami surges on dry coastal plains: application of dam break wave equations. Coast Eng J 48(4):355–370CrossRefGoogle Scholar
  5. Chanson H (2009) Application of the method of characteristics to the dam break problem. J Hydraul Res 47(1):41–49CrossRefGoogle Scholar
  6. Cross R (1967) Tsunami surge forces. J Waterw Harb Div 93(4):201–231Google Scholar
  7. Ferziger J, Perić M (2002) Computational methods for fluid dynamics. Springer, BerlinCrossRefGoogle Scholar
  8. Ghobara A, Saatcioglu M, Nistor I (2006) The impacts of the 26 December 2004 earthquake and tsunami on structures and infrastructure. Eng Struct 28(2):312–326CrossRefGoogle Scholar
  9. Hammack J (1973) A note on tsunamis: their generation and propagation in an ocean of uniform depth. J Fluid Mech 60(4):769–799CrossRefGoogle Scholar
  10. Heyns J, Malan A, Harms T, Oxtoby O (2013) Development of a compressive surface capturing formulation for modelling free-surface flow by using the volume of fluid approach. Int J Numer Meth Fluids 71(6):788–804CrossRefGoogle Scholar
  11. Issa R (1986) Solution of the implicitly discretised fluid flow equations by operator-splitting. J Comput Phys 62(1):40–65CrossRefGoogle Scholar
  12. Kothe DB (1999) Perspective on Eulerian finite volume methods for incompressible interfacial flows. Technical report. Los Alamos National Laboratory, Los AlamosGoogle Scholar
  13. Lauber G, Hager W (1998) Experiments to dambreak wave: horizontal channel. J Hydraul Res 36(3):291–307CrossRefGoogle Scholar
  14. Madsen P, Fuhrman D, Schäffer H (2008) On the solitary wave paradigm for tsunamis. J Geophys Res 113(12):1–22Google Scholar
  15. Miyamoto (2011) Field investigation report: 2011 Tohoku earthquake and tsunami. Technical report. Miyamoto earthquake and structural engineers, Davis, CaliforniaGoogle Scholar
  16. Nakamura S, Tsuchiya Y (1973) On the shock pressure of surge on a wall. Disas Prev Res Kyoto Univ 23(12):47–58Google Scholar
  17. Nistor I, Saatcioglu M, Ghobarah A (2005) The December 2004 earthquake and tsunami-hydrodynamic forces on physical infrastructure in Thailand and Indonesia. 2005 Canadian coastal engineering conference, Halifax, Canada, CD-ROMGoogle Scholar
  18. Nistor I, Palermo D, Nouri Y, Murty T, Saatcioglu M (2009) Tsunami forces on structures. In: Kim YC (ed) Handbook of coastal and ocean engineering. World Scientific, Singapore, pp 261–286CrossRefGoogle Scholar
  19. OpenFOAM (2014). OpenFOAM: the open source CFD toolbox. http://www.openfoam.com
  20. Ramsden JD (1993) Tsunamis: forces on a vertical wall caused by long waves, bores, and surges on a dry bed. Doctoral dissertation, California Institute of Technology, PasadenaGoogle Scholar
  21. Ritter A (1892) Die fortpflanzung der wasserwellen (the propagation of water waves). Vereine Deutscher Ingenieure Zeitswchrift 36(2):947–954 (in German)Google Scholar
  22. St-Germain P, Nistor I, Townsend R (2012) Numerical modeling of the impact with structures of tsunami bores propagating on dry and beds using the SPH method. Int J Prot Struct 3(2):221–255CrossRefGoogle Scholar
  23. Stoker J (1957) Water waves: the mathematical theory with its applications. Wiley, New YorkGoogle Scholar
  24. Unites States Geological Survey (USGS) (2013) Magnitude 9.0—Near the East Coast of Honshu, Japan. http://earthquake.usgs.gov/earthquakes/eqinthenews/2011/usc0001xgp/#summary. Accessed 2 Sept 2014
  25. Yeh H, Sato S, Tajima Y (2013) The 11 March 2011 East Japan earthquake and tsunami: tsunami effects on coastal infrastructure and buildings. Pure appl Geophys 170:1019–1031CrossRefGoogle Scholar

Copyright information

© Springer Science+Business Media Dordrecht 2014

Authors and Affiliations

  1. 1.Department of Civil EngineeringUniversity of OttawaOttawaCanada

Personalised recommendations