Investigating the Effects of Underground Structures on the Scattering of Seismic Waves Reaching the Ground Surface

Document Type : Articles

Authors

Faculty of Civil Engineering, University of Tabriz, Tabriz, Iran

Abstract

In the present study, the FLAC Software is applied to investigate the different models of Daikai Subway Station, which was heavily damaged in the 1995 Kobe earthquake. The responses of the ground surface were analyzed with and without the presence of the structure to examine the phenomenon of amplification. The maximum amplification of 2.2 was obtained in the middle point of the structure, while the maximum acceleration was obtained in the point adjacent to the edge of the structure. The points located on the contact surface of the structure were experienced the highest amplification in comparison with the case of without structure. In the next step, different models of the structure with the central column thicknesses of 10-70 cm were developed to investigate the lateral displacements of the structure. The results indicated that the maximum lateral displacement of the structure between the maximum and minimum thicknesses was smaller than 10 mm.
1. Introduction
Today, the importance of underground structures such as subways is more than ever because of their no doubt critical roles in solving traffic problems in metropolises. Since subways are typically constructed in populated cities and pass beneath major commercial and economic centers, they can impose considerable casualties and economic losses if damaged or destroyed [1]. For many years, the performance of underground structures was believed to be better than that of ground structures when subjected to the earthquakes. However, the experience of some earthquakes demonstrated that underground structures might undergo large deformations or even major failures [2-3]. The present study models a real underground structure, which experienced serious damages during the earthquakes, by the finite difference method (FDM) using the FLAC Software. The present study aims to investigate the effects of the structure on the scattering of the seismic waves reaching the ground surface. The quantity and pattern of relative displacements for different sizes of the central column (destroyed by the earthquake), the relationship between the recorded accelerations on the ground surface and the effects of the presence of the structure on the acceleration response are investigated.
2. Numerical Modeling
The numerical modeling was performed by the Finite Difference Method using FLAC 3D software. The static mode of the gravity loading was employed to define stresses induced by the soil weight. Roller supports were used for vertical boundaries, while pinned supports were applied to the bottom of the model. These boundaries reflect waves into the model and thus they cannot be applied to the dynamic mode.
Conclusion
The present study employed the FDM to investigate the seismic responses of a real subway station. The obtained results are as follows:
1. Comparison of the amplification induced by the effects of the structure on the scattering of seismic waves indicated that the scattering effects increased near the edges of the structure, leading to the large amplification factors at the end area.
2. The maximum amplification of 2.2, and a 25 percent increase was obtained in the maximum acceleration of Daikai under the 1995 Kobe earthquake.
References
1. Dowding, C.H. and Rozan, A. (1978) Damage to rock tunnels from earthquake shaking. ASCE J. Geotech. Eng. Div., 104, 175-91.
2. Jing-Ming, W. and Litehiser, J.J. (1985) The distribution of earthquake damage to underground facilities during the 1976 Tang-Shan earthquake. Earthquake Spectra, 1, 741-57.
3. Sharma, S., and Judd, W.R. (1991) Underground opening damage from earthquakes. Eng. Geol., 30, 263-76.

Keywords


1.    Dowding C.H. and Rozan A. (1978) Damage to rock tunnels from earthquake shaking. ASCE J. Geotech. Eng. Div., 104, 175-191.
2.    Jing-Ming, W. and Litehiser, J.J. (1985) The distribution of earthquake damage to underground facilities during the 1976 Tang-Shan earthquake. Earthquake Spectra, 1, 741-757.
3.    Sharma, S. and Judd, W.R. (1991) Underground opening damage from earthquakes. Eng. Geol., 30, 263-276.
4.    Iida, H., Hiroto, T., Yoshida, N., and Iwafuji, M. (1996) Damage to Daikai subway station. Soils Found., 36, 283-300.
5.    Power, M., Rosidi, D., Kaneshiro, J., Gilstrap, S., and Chiou, S. (1998) Summary and evaluation of procedures for the seismic design of tunnels. Final Report Task.
6.    Chen, G., Wang, Z., Zuo, X., Du, X., and Gao, H. (2013) Shaking table test on the seismic failure characteristics of a subway station structure on liquefiable ground. Earthq Eng. Struct. Dyn., 42, 1489-1507.
7.    Jiang, L., Chen, J., and Li, J. (2010) Seismic response of underground utility tunnels: shaking table testing and FEM analysis. Earthq. Eng. Eng. Vib., 9, 555-567.
8.    Alielahi, H., Kamalian, M., Asgari Marnani, J., Jafari, M.K., and Panji, M. (2013) Applying a time-domain boundary element method for study of seismic ground response in the vicinity of embedded cylindrical cavity. Int. J. Civil Eng., 11, 45-54.
9.    Alielahi, H., Kamalian, M., and Adampira, M. (2015) Seismic ground amplification by unlined tunnels subjected to vertically propagating SV and P waves using BEM. Soil Dynamics and Earthquake Engineering, 71, 63-79.
10.    Alielahi, H. and Ramezani, M.S. (2016) Seismic Site amplification pattern caused by underground box-shaped structures. Bulletin of Earthquake Science and Engineering, 3, 55-71 (in Persian).
11.    Alielahi, H. and Adampira, M. (2016) Seismic effects of two-dimensional subsurface cavity on the ground motion by BEM: amplification patterns and engineering applications. International Journal of Civil Engineering, 14, 233-251.
12.    Panji, M., Kamalian, M., Marnani, J.A., and Jafari, M.K. (2013) Transient analysis of wave propagation problems by half-plane BEM. Geophysical Journal International, 194, 1849-1865.
13.    Panji, M., Kamalian, M., Asgari Marnani, J., and Jafari, M.K. (2014) Antiplane seismic response from semi-sine shaped valley above embedded truncated circular cavity: a time-domain half-plane BEM. International Journal of Civil Engineering, Transaction B: Geotechnical Engineering, 12, 193-206.
14.    Baziar, M.H., Moghadam, M.R., Kim, D.S., and Choo, Y.W. (2014) Effect of underground tunnel on the ground surface acceleration. Tunnelling and Underground Space Technology, 44, 10-22.
15.    Baziar, M.H., Ghalandarzadeh, A., and Moghadam, M.R. (1394) Tehran subway tunnel effect on the seismic response of the ground surface with linear soil behavior: an experimental and numerical study. Bulletin of Earthquake Science and Engineering, 3, 15-36.
16.    Xu, Z., Du, X., Xu, C., Hao, H., and Bi, K. (2019) Numerical research on seismic response characteristics of shallow buried rectangular underground structure. Soil Dyn. Earthq. Eng., 116, 242-252.
17.    Xu, Z., Du, X., Xu, C., Jiang, J., and Han, R. (2019) Simplified equivalent static methods for seismic analysis of shallow buried rectangular underground structures. Soil Dyn. Earthq. Eng., 121, 1-11.
18.    Sun, Q., Dias, D., Guo, X., and Li, P. (2019) Numerical study on the effect of a subway station on the surface ground motion. Computers and Geotechnics, 111, 243-254.
19.    Ma, C., Lu, D., Du, X., Qi, C., and Zhang, X. (2019) Structural components functionalities and failure mechanism of rectangular underground structures during earthquakes. Soil Dyn. Earthq. Eng., 119, 265-280.
20.    Lu, C. and Hwang, J. (2019) Nonlinear collapse simulation of Daikai Subway in the 1995 Kobe earthquake: Necessity of dynamic analysis for a shallow tunnel. Tunnelling and Underground Space Technology, 87, 78-90.
21.    Tarinejad, R. and Damadipour, M. (2014) Modal identification of structures by a novel approach based on FDD-wavelet method. J. Sound Vibr., 333, 1024-1045.
22.    Isari, M., Tarinejad, R., and Razavi, S. (2019) The effects of underground structure on the free field displacement under uniform and non-uniform excitation. Civil and Environmental Researches, 5(1), 61-75, doi: 10.22091/cer.2019.4760.1167.