Assessment of potential-based fluid finite elements for seismic analysis of dam-reservoir systems

Computers and Structures

Volumn 87, Issue 3-4, 2009, Pages 206-224

  Bouaanani, Najib ^a   Lu, Fei Ying ^a  

^a ÉCOLE POLYTECHNIQUE DE MONTRÉAL   (Canada)

Author keywords

Dam safety; Earthquake engineering; Finite elements; Fluid structure interaction; Frequency domain response; Time domain response

Indexed keywords

BOUNDARY VALUE PROBLEMS; CIVIL ENGINEERING; DAMS; DYNAMIC RESPONSE; EARTHQUAKE EFFECTS; EARTHQUAKES; ENGINEERING GEOLOGY; FINITE ELEMENT METHOD; FLOW INTERACTIONS; FLUID DYNAMICS; FLUID STRUCTURE INTERACTION; FLUIDS; FREQUENCY DOMAIN ANALYSIS; HYDRAULIC STRUCTURES; SAFETY ENGINEERING; SEISMOLOGY; THEOREM PROVING; TIME DOMAIN ANALYSIS;

DAM SAFETY; EARTHQUAKE ENGINEERING; FINITE ELEMENTS; FREQUENCY-DOMAIN RESPONSE; TIME-DOMAIN RESPONSE;

FREQUENCY RESPONSE;

EID: 58149492748     PISSN: 00457949     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.compstruc.2008.10.006     Document Type: Article

References (38)

1. Westergaard H.M. Water pressures on dams during earthquakes. Transactions, ASCE 98 (1933) 418-433
2. Chopra AK. Earthquake response of concrete gravity dams. Report No. UCB/EERC-70/01. University of California, Berkeley, California; 1970.
3. Chopra A.K. Earthquake resistant design of concrete gravity dams. J Struct Div, ASCE 104 6 (1978) 953-971
4. Hall J.F., and Chopra A.K. Two-dimensional dynamic analysis of concrete gravity and Embankment dams including hydrodynamic effects. Earthquake Eng Struct Dynam 10 2 (1982) 305-332
5. Fenves G, Chopra AK. Earthquake analysis and response of concrete gravity dams. Report No. UCB/EERC-84/10. University of California, Berkeley, California; 1984.
6. Fenves G., and Chopra A.K. Simplified earthquake analysis of concrete gravity dams: Separate hydrodynamic and foundation interaction effects. J Eng Mech, ASCE 111 6 (1985) 715-735
7. Fok KL, Hall JF, Chopra AK. EACD-3D, a computer program for three-dimensional earthquake analysis of concrete dams. Report No. UCB/EERC-86/09. University of California, Berkeley, California; 1986.
8. Proulx J., Paultre P., Rheault J., and Robert Y. An experimental investigation of water level effects on the dynamic behaviour of a large arch dam. Earthquake Eng Struct Dynam 30 8 (2001) 1147-1166
9. Bouaanani N., Paultre P., and Proulx J. Two-dimensional modelling of ice-cover effects for the dynamic analysis of concrete gravity dams. Earthquake Eng Struct Dynam 31 12 (2002) 2083-2102
10. Saini S.S., Bettess P., and Zienkiewicz O.C. Coupled hydrodynamic response of concrete gravity dams using finite and infinite elements. Earthquake Eng Struct Dynam 06 4 (1978) 363-374
11. Liu P., and Cheng A. Boundary solutions for fluid-structure interaction. J Hydraul Eng, ASCE 110 1 (1984) 51-64
12. Tsai C.S., and Lee G.C. Arch dam-fluid interactions: by FEM-BEM and substructure concept. Int J Numer Methods Eng 24 12 (1987) 2367-2388
13. Humar J.L., and Jablonski A.M. Boundary element reservoir model for seismic analysis of gravity dams. Earthquake Eng Struct Dynam 16 8 (1988) 1129-1156
14. Maeso O., Aznarez J.J., and Dominguez J. Three-dimensional models of reservoir sediment and effects on the seismic response of arch dams. Earthquake Eng Struct Dynam 33 10 (2004) 1103-1123
15. Belytschko T.B., and Kennedy J.M. A fluid-structure finite element method for the analysis of reactor safety problems. Nucl Eng Des 38 1 (1976) 71-81
16. Kiefling L., and Feng G.C. Fluid structure finite element vibration analysis. AIAA J 64 2 (1976) 199-203
17. Belytschko T.B. Fluid-structure interaction. Comput Struct 12 4 (1980) 459-469
18. Bathe K.J., and Hahn W. On transient analysis of fluid-structure systems. Comput Struct 10 1/2 (1979) 383-391
19. Wilson E.L., and Khalvati M. Finite elements for the dynamics analysis of fluid-solid systems. Int J Numer Methods Eng 19 1 (1983) 1657-1668
20. Lamb H. Hydrodynamics. 6th ed. (1945), Dover, New York
21. Zienkiewicz OC, Newton RE. Coupled vibrations in a structure submerged in a compressible fluid. In: International symposium on finite element techniques, Stuttgart, 1969.
22. Everstine G.C. Finite element formulations of structural acoustics problems. Comput Struct 65 3 (1997) 307-321
23. Morand H., and Ohayon R. Fluid-structure interaction: applied numerical methods (1995), Wiley, New York
24. Neilson H.C., Everstine G.C., and Wang Y.F. Transient response of a submerged fluid-coupled double-walled shell structure to a pressure pulse. J Acoust Soc Am 70 6 (1981) 1776-1782
25. Everstine G.C. A symmetric potential formulation for fluid-structure interaction. J Sound Vib 79 1 (1981) 157-160
26. Everstine GC, Marcus MS, Quezon AJ. Finite element analysis of fluid-filled elastic piping systems. Eleventh Nastran User's Colloquium, May 1983. p. 141-60.
27. Olson L.G., and Bathe K.J. Analysis of fluid-structure interactions: a direct symmetric coupled formulation based on the fluid velocity potential. Comput Struct 21 1/2 (1985) 21-32
28. ADINA theory and modeling guide. Report ARD 06-7. ADINA R&D, Inc.; 2006.
29. Bustamante J.I., Rosenblueth E., Herrera I., and Flores A. Presión hydrodinámica en presas y depòsitos. Boletin Sociedad Mexicana de Ingeneria Sismica 1 2 (1963) 37-54
30. Chopra A.K. Hydrodynamic pressures on dams during earthquakes. J Eng Mech Div, ASCE 93 6 (1967) 205-223
31. Sommerfeld A. Partial differential equations in physics (1949), Academic Press, New York
32. Landau L.D., and Lifshitz E.M. Fluid mechanics (1959), Pergamon Press, London
33. Olson L.G., and Bathe K.J. An infinite element for analysis of transient fluid-structure interactions. Eng Comput 2 4 (1985) 319-329
34. Hamdan F.H., and Dowling P.J. Far-field fluid-structure interaction: formulation and validation. Comput Struct 56 6 (1995) 949-958
35. Lysmer J., and Kuhlemeyer R.L. Finite dynamic model for infinite media. J Eng Mech Div, ASCE 95 4 (1969) 859-877
36. Bouaanani N., and Paultre P. A new boundary condition for energy radiation in covered reservoirs using BEM. Eng Anal Bound Elem 29 9 (2005) 903-911
37. Pacific Earthquake Engineering Research Center (PEER) - Strong Motion Database, [accessed 15 September 2007].
38. Bathe K.J. Finite element procedures (1996), Prentice-Hall, Englewood Cliffs (NJ)