Design and Modal Analysis of Gravity Dams by Ansys Parametric Design Language

Authors

  • Shiva KHOSRAVI Young Researchers and Elite Club, Kashan Branch, Islamic Azad University, Kashan
  • Mohammad Mehdi HEYDARI Young Researchers and Elite Club, Kashan Branch, Islamic Azad University, Kashan

Keywords:

Concrete gravity dam-reservoir-foundation rock interaction, geometry shape variables, natural frequency, APDL/finite element method

Abstract

For find the optimal shape of concrete gravity dams including dam-water-foundation rock interaction, model of 2-dimensional finite elements that include the dam, reservoir and foundation is provided using the finite element software ANSYS in the most widely used APDL (Parametric Design Language) language programming. To consider 11 geometry variables, finite element analyses of gravity dams are carried. The 11 geometric variables are modeled for each gravity dam and geometry. In order to check and verify the model and ensure the assumptions used during the modeling, the dam is considered in 4 different cases: 1) Dam with empty reservoir and rigid foundation. 2) Dam with empty reservoir and flexible foundation. 3) Dam with full reservoir and rigid foundation. 4) Dam with full reservoir and flexible foundation. To assess the accuracy of this modeling, the modal analysis and mode shapes of the Pine Flat, koyna and idealized triangular Dams is studied and the results are compared with other reference results. Numerical results show the merits of the suggested technique for gravity dam shape simulation. It is also found that considering the dam-water-foundation rock interaction has an important role for safely designing a gravity dam.

doi:10.14456/WJST.2015.13

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References

MM Heydari and R Mousavi. Reconstruction of Sheikhbahaie dam of Kashan-Iran (Determination of sediments filled in dam reservoir). World Appl. Sci. J. 2011; 14, 760-6.

MM Heydari and A Mansoori. Dynamic analysis of dam-reservoir interaction in time domain. World Appl. Sci. J. 2011; 15, 1403-8.

HM Westergaard. Water pressures on dams during earthquakes. Trans. ASCE 1933; 98, 418-27.

JSH Kuo. Fluid-Structure Interactions: Added Mass Computation for Incompressible Fluid. UCB/EERC-82/09 Report, University of California, Berkeley, USA, 1982.

AK Chopra and P Chakrabarti. Earthquake response of concrete gravity dams including dam-water- foundation rock interaction. Earth. Eng. Struc. Dyn. 1981; 9, 363-83.

G Fenves and AK Chopra. Effects of reservoir bottom absorption on earthquake of concrete gravity dams. Earth. Eng. Struc. Dyn. 1983; 11, 809-29.

G Fenves and AK Chopra. Earthquake analysis of concrete gravity dams including reservoir bottom absorption and dam-water-foundation rock interaction. Earth. Eng. Struc. Dyn. 1984; 12, 663-80.

AC Singhal. Comparison of computer codes for seismic analysis of dams. Comput. Struc. 1991; 38, 107-12.

G Fenves and AK Chopra. EAGD-84: A Computer Program for Earthquake Analysis of Concrete Gravity Dams. UCB/EERC-84/11 Report, University of California, Berkeley, USA, 1984.

V Lotfi. Seismic analysis of concrete gravity dams by decoupled modal approach in time domain. Electron. J. Struct. Eng. 2003; 3, 102-16.

A Samii and V Lotfi. Comparison of coupled and decoupled modal approaches in seismic analysis of concrete gravity dams in time domain. Fin. Elem. Anal. Des. 2007; 43, 1003-12.

H Mirzabozorg, AR Khaloo, M Ghaemian and B Jalalzadeh. Non-uniform cracking in smeared crack approach for seismic analysis of concrete dams in 3D space. Int. J. Earth. Eng. Seism. 2007; 2, 48-57.

M Akkose and E Simsek. Non-linear seismic response of concrete gravity dams to near-fault ground motions including dam-water-sediment-foundation interaction. Appl. Math. Model. 2010; 34, 3685-700.

H Mirzabozorg, MR Kianoush and M Varmazyari. Nonlinear behavior of concrete dams and effect of input spatially variation. Struct. Eng. Mech. 2010; 35, 365-79.

MA Hariri-Ardebili, H Mirzabozorg and M Ghaemian. Seismic performance evaluation of high arch dams considering reservoir fluctuation. In: Proceeding of the 6th International Conference in Dam Engineering, Lisbon, Portugal, 2011.

MA Hariri-Ardebili and H Mirzabozorg. Investigation of endurance time method capability in seismic performance evaluation of concrete arch dams. Dam Eng. 2011; 22, 35-64.

H Mirzabozorg, A Kordzadeh and MA Hariri-Ardebili. Seismic response of concrete arch dams including dam-reservoir-foundation interaction using infinite elements. Electron. J. Struct. Eng. 2012; 12, 63-73.

MA Hariri-Ardebili, H Mirzabozorg and A Ghasemi. Strain-based seismic failure evaluation of coupled dam-reservoir-foundation system. Coup. Sys. Mech. 2013; 2, 23-30.

S Kucukarslan, B Coskun and B Taskin. Transient analysis of dam-reservoir interaction including the reservoir bottom effects. J. Fluid. Struct. 2005; 20, 1073-84.

S Kucukarslan. Dam-reservoir interaction including the reservoir bottom effects in time domain. In: Proceeding of the 16th ASCE Engineering Mechanics Conference, University of Washington, Seattle, USA, 2003.

SM Seyedpoor, J Salajegheh and E Salajegheh. Shape optimal design of arch dams including dam-water-foundation rock interaction using a grading strategy and approximation concepts. Appl. Math. Model. 2009; 34, 1149-63.

SM Seyedpoor. 2009, Optimum design of arch dams using approximation methods. Ph. D. Department of Civil Engineering, University of Kerman, Kerman, Iran.

SH Khosravi. 2011, Optimum of Concrete gravity dams with dynamic constraints and considering dam-reservoir-foundation rock interaction. M. Sc. Islamic azad University of Kerman, Iran.

L Vargas-Loli and G Fenves. Effects of concrete cracking of the earthquake response of gravity dams. Earth. Eng. Struc. Dyn. 1989; 18, 575-92.

AK Chopra and P Chakrabarti. Earthquake Response of Concrete Gravity Dams Including Hydrodynamic Foundation interaction Effects. UCB/EERC-80/01 Report, University of California, Berkeley, USA, 1980.

R Sarkar. Influence of reservoir and foundation on the nonlinear dynamic response of concrete gravity dams. ISET J. Earth. Tech. 2007; 44, 377-89.

SA Arjomandi and V Lotfi. Dynamic analysis of structures in frequency domain by utilizing a new set or ritz rectors. J. Facul. Eng. 2007; 41, 1-10.

A Fathi. 2004, Dynamic analysis of weight concrete dams by using combination of finite elements method and boundary element method. M. Sc. Amir Kabir, University of Technology, Iran.

EAGD-84, Available at: http://nisee.berkeley.edu/elibrary/Software/EAGD84PZIP, accessed June 2013.

EAGD-PC, Available at: http://nisee.berkeley.edu/elibrary/Software/EAGD84PCZIP, accessed June 2013.

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Published

2014-01-20

How to Cite

KHOSRAVI, S., & HEYDARI, M. M. (2014). Design and Modal Analysis of Gravity Dams by Ansys Parametric Design Language. Walailak Journal of Science and Technology (WJST), 12(2), 167–180. Retrieved from https://wjst.wu.ac.th/index.php/wjst/article/view/866