Effect of flexibility ratio on seismic response of rectangular tunnels in sand: Experimental and numerical investigation

被引:24
|
作者
Lu, Shasha [1 ]
Xu, Hong [1 ]
Wang, Laigui [2 ]
Liu, Shaodong [1 ]
Zhao, Dongxu [1 ]
Nie, Wei [1 ]
机构
[1] Liaoning Tech Univ, Coll Civil Engn, Fuxin 123000, Peoples R China
[2] Liaoning Tech Univ, Sch Mech & Engn, Fuxin 123000, Peoples R China
关键词
Flexibility ratio; Seismic response; Rectangular tunnels; Shaking table tests; Numerical simulation; DYNAMIC-RESPONSE; UNDERGROUND STRUCTURE; SUBWAY STATION; DESIGN; AMPLIFICATION; CENTRIFUGE; MECHANISM; DAMAGE; MODEL;
D O I
10.1016/j.soildyn.2022.107256
中图分类号
P5 [地质学];
学科分类号
0709 ; 081803 ;
摘要
The flexibility ratio(F) is defined as the stiffness of a structure relative to that of soil, a critical factor affecting the soil-structure interaction. This study aimed to investigate the effect of F on the seismic response of rectangular tunnels constructed in sand. Shaking table tests were performed based on a scale model of a tunnel with different stiffness values. A 3D finite element model was established using ABAQUS, and the numerical results were compared with the test results. Subsequently, the verified model was implemented in a parametric study. The results showed that tunnels with lower F have higher acceleration responses in the high frequency-range of input motions. In addition, the amplification of the ground acceleration decreases with an increase in F, and the maximum response occurs in a longer period relative to the free-field. The distribution of the dynamic earth pressure along the tunnel lining with different F is relatively complex; nevertheless, overall, rigid tunnels have greater values than flexible tunnels. The dynamic bending moment along the tunnel sidewall decreases with increasing F, but it has the same trend along the sidewall. The presented results may lead to a better understanding of the seismic response of rectangular tunnels constructed in sand, providing practical references for the seismic design of similar underground structures.
引用
收藏
页数:16
相关论文
共 50 条
  • [1] Effect of frequency and flexibility ratio on the seismic response of deep tunnels
    Sandoval, Eimar
    Bobet, Antonio
    UNDERGROUND SPACE, 2017, 2 (02) : 125 - 133
  • [2] Numerical analysis of seismic response of rectangular underground structure in coral sand
    Wu, Qi
    Ding, Xuanming
    Zhang, Yanling
    Zhang, Yanli
    UNDERGROUND SPACE, 2023, 9 : 155 - 172
  • [3] Effect of Flexibility Ratio on Seismic Response of Cut-and-Cover Box Tunnel
    Sadiq, Shamsher
    Quang Van Nguyen
    Jung, Hyunil
    Park, Duhee
    ADVANCES IN CIVIL ENGINEERING, 2019, 2019
  • [4] Numerical simulation of the seismic response of tunnels in sand with an elastoplastic model
    Rui Carrilho Gomes
    Acta Geotechnica, 2014, 9 : 613 - 629
  • [5] Numerical simulation of the seismic response of tunnels in sand with an elastoplastic model
    Gomes, Rui Carrilho
    ACTA GEOTECHNICA, 2014, 9 (04) : 613 - 629
  • [6] Synthetic experimental and numerical investigation on the vertical seismic effect on underground structures
    Chen, Qingjun
    Zhang, Tianyu
    Hong, Na
    Zhao, Zhipeng
    STRUCTURES, 2023, 48 : 1 - 20
  • [7] Numerical research on seismic response characteristics of shallow buried rectangular underground structure
    Xu, Zigang
    Du, Xiuli
    Xu, Chengshun
    Hao, Hong
    Bi, Kaiming
    Jiang, Jiawei
    SOIL DYNAMICS AND EARTHQUAKE ENGINEERING, 2019, 116 : 242 - 252
  • [8] Experimental and numerical investigation of the seismic response of precast wall connections
    Brunesi, E.
    Nascimbene, R.
    BULLETIN OF EARTHQUAKE ENGINEERING, 2017, 15 (12) : 5511 - 5550
  • [9] Seismic response of box-type tunnels in soft soil: Experimental and numerical investigation
    Tsinidis, Grigorios
    Rovithis, Emmanouil
    Pitilakis, Kyriazis
    Chazelas, Jean Louis
    TUNNELLING AND UNDERGROUND SPACE TECHNOLOGY, 2016, 59 : 199 - 214
  • [10] Stability of square and rectangular tunnels in sand under seismic loading
    Gowtham, G.
    Sahoo, Jagdish Prasad
    NATURAL HAZARDS, 2023, 119 (03) : 1863 - 1881