Evaluation of the applicability of the surface wave method to rock fill dams
Jong Tae Kim 1 Dong Soo Kim 1 4 Heon Joon Park 1 Eun Seok Bang 2 Sung Woo Kim 31 Department of Civil and Environmental Engineering, KAIST, Daejeon, Korea.
2 Geotechnical Engineering Division, KIGAM, Daejeon, Korea.
3 Korea Railroad Corporation, Daejeon, Korea.
4 Corresponding author. Email: dskim@kaist.ac.kr
Exploration Geophysics 41(1) 9-23 https://doi.org/10.1071/EG09054
Submitted: 30 September 2009 Accepted: 3 December 2009 Published: 19 February 2010
Abstract
In current design practice, the shear wave velocity (Vs) of the core and rock-fill zone of a dam, one of the characteristics essential for seismic response design, is seldom determined by field tests. This is because the borehole seismic method is often restricted in application, due to stabilisation activities and concern for the security of the dam structure, and surface wave methods are limited by unfavourable in-situ site conditions. Consequently, seismic response design for a dam may be performed using Vs values that are assumed, or empirically determined. To estimate Vs for the core and rock-fill zone, and to find a reliable method for measuring Vs, seismic surface wave methods have been applied on the crest and sloping surface of the existing ‘M’ dam. Numerical analysis was also performed to verify the applicability of the surface wave method to a rock-fill dam. Through this numerical analysis and comparison with other test results, the applicability of the surface wave method to rock-fill dams was verified.
Key words: core zone, rock fill dam, rock-fill zone, surface wave method, Vs profile.
Acknowledgments
This study was supported by fund of Smart Infra Structure Technology Center (SISTeC) and field testing was supported by Korea Infrastructure Safety and Technology Corporation (KISTEC). All of them are gratefully acknowledged.
Bang, E. S., and Kim, D. S., 2007, Evaluation of shear wave velocity profile using SPT based uphole method: Soil Dynamics and Earthquake Engineering 27, 741–758.
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