Dynamic Analysis of a Gate–Fluid System
Publication: Journal of Engineering Mechanics
Volume 130, Issue 12
Abstract
The dynamic behavior of hydraulic gates needs to be determined for design purposes. This is a difficult task because the interaction between fluid and gate can significantly affect the response of the structure and hence has to be properly taken into account in the analysis. The goal of the present work is to use a velocity potential-based finite element formulation and a hydraulic model test for dynamic analysis of a radial gate–fluid system. The problem is solved using the displacement and velocity potential as the variables in the solid and fluid domain, respectively.
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References
1.
Aliabadi, S., Abedi, J., Zellars, B., and Bota, K. ( 2002). “New finite element technique for simulation of wave–object interaction.” Paper No. 2002-0876, American Institute of Aeronautics and Astronautics.
2.
Aliabadi, S., Johnson, A., and Abedi, J. (2003a). “Comparison of finite element and pendulum models for simulation of sloshing.” Comput. Fluids, 32, 535–545.
3.
Aliabadi, S., Abedi, J., Zellars, B., Bota, K., and Johnson, A. (2003b). “Simulation technique for wave generation.” Commun. Numer. Methods Eng., 19, 349–359.
4.
Aliabadi, S., Abedi, J., and Zellars, B. (2003c). “Parallel finite element simulation of mooring forces on floating objects.” Int. J. Numer. Methods Fluids, 41, 809–822.
5.
Amabili, M., Dalpiza, G., and Santolini, C. ( 1994). “Free vibration analysis of free-edge circular plates immersed in water.” Proc., 12th Int. Modal Analysis Conf. of the Society for Experimental Mechanics, Bethel, Conn., 349–355.
6.
Bathe, K. J., Nitikitpaiboon, C., and Wang, W. (1995). “A mixed displacement-based finite element formulation for acoustic fluid structure interaction.” Comput. Struct., 56, 225–237.
7.
Carlsson, H. ( 1990). “Structure–acoustic interaction: Finite element formulations and model problems, Part A in finite element analysis of interacting structure–acoustic systems.” Rep. No. TVSM-3013, Lund Institute of Technology, Division of Structural Mechanics, Lund, Sweden.
8.
Carlsson, H. ( 1992). “Finite element analysis of structure-acoustic system, formulation and solution strategies.” Rep. No TVSM-1005. Lund Institute of Technology, Division of Structural Mechanics, Lund, Sweden.
9.
Chen, H. C., and Taylor, R. L. (1990). “Vibration analysis of fluid–solid systems using a finite element displacement formulation.” Int. J. Numer. Methods Eng., 29, 683–698.
10.
Daneshmand, F., Sharan, S.K., and Kadivar, M.H. ( 1999). “Finite element analysis of double-free-surface flow through gates.” Proc. 17th Canadian Congress of Applied Mechanics, McMaster Univ., Hamilton, 213–214.
11.
Daneshmand, F. ( 2000). “Fluid–structure interaction problems and its application in dynamic analysis of radial gates.” PhD thesis, Mechanical Engineering Dept., Shiraz Univ., Shiraz, Iran.
12.
Daneshmand, F., Sharan, S. K., and Kadivar, M. H. (2000). “Finite element analysis of double-free-surface flow through slit in dam.” J. Eng. Mech., 126(5), 515–522.
13.
Daneshmand, F., and Kadivar, M.H. ( 2001a). “Fluid–structure interaction problems and its application in dynamic analysis of radial gates.” Proc., Int. Conf. on Hydraulic Structures, Civil Engineering Dept., Bahonar Univ. of Kerman, Iran, 765–773.
14.
Daneshmand, F., and Kadivar, H.M. ( 2001b). “Fluid–structure interaction problems based on velocity potential formulation.” Proc., 5th Int. and 6th Annual Mechanical Engineering Conf., Iranian Society of Mechanical Engineers, Guilan Univ., Iran.
15.
Everstine, G. C. (1981). “A symmetric potential formulation for fluid–structure interaction.” J. Sound Vib., 79, 157–160.
16.
Felippa, C. A., and Ohayon, R. (1990). “Mized variational formulation of finite element analysis of acoustoelastic/slosh fluid–structure interaction.” J. Fluids Struct., 4, 35–57.
17.
Kolkman, P.A. ( 1976). “Flow-induced gate vibration, prevention of self-excitation, computation of dynamic gate behavior and the use of models.” Publication No. 164, Delft Hydraulic Laboratory, Delft, The Netherlands.
18.
Kwak, M. K. (1997). “Hydroelastic vibration of circular plates.”J. Sound Vib., 201(3), 293–303.
19.
Liu, W. K., Chang, H. G. (1985). “A method of computation for fluid structure interaction.” Comput. Struct., 20(1–3), 311–320.
20.
Naudascher, E. ( 1991). Hydrodynamic forces, AIHR, Balkema, Rotterdam, Netherlands.
21.
Nitikitpaiboon, C., and Bathe, J. K. (1993). “An arbitrary Lagrangian–Eulerian velocity potential formulation for fluid structure interaction.” Comput. Struct., 47, 871–891.
22.
Rajasankar, J., Nagesh, R. I., and Appa Rao, T. V. S. R. (1993). “A new 3D finite element model to evaluate added mass for analysis of fluid–structure interaction problems.” Int. J. Numer. Methods Eng., 36, 997–1012.
23.
Sadid-Tadbir Company. (1997). “Hydraulic model test of the orifice spillway for Karun III Dam.” Rep. No. KRM-R-002, Tehran, Iran.
24.
Sharan, S. K., and Gladwell, G. M. L. (1985). “A general method for the dynamic response analysis of fluid structure systems.” Comput. Struct., 21, 937–943.
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Copyright © 2004 ASCE.
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Published online: Nov 15, 2004
Published in print: Dec 2004
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