ISSN 2096-4498

   CN 44-1745/U

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Tunnel Construction ›› 2025, Vol. 45 ›› Issue (7): 1260-1271.DOI: 10.3973/j.issn.2096-4498.2025.07.003

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Propagation Mechanisms and Environmental Responses of Train-Induced Vibrations in High-Speed Railway Shield Tunnels: A 2.5-Dimensional Finite Element Method-Method of Fundamental Solutions Approach

XU Chen1, 2, XIAO Mingqing1, 2, XUE Guangqiao1, 2, HE Yingdao1, 2, XU Wei1, 2, WANG Chunhui3, 4, *   

  1. (1. China Railway Siyuan Survey and Design Group Co., Ltd., Wuhan 430063, Hubei, China; 2. Subaqueous Tunnel Technology National Engineering Research Center, Wuhan 430063, Hubei, China; 3. School of Civil Engineering, Shandong Jianzhu University, Jinan 250101, Shandong, China; 4. School of Civil and Environmental Engineering, Harbin Institute of Technology (Shenzhen), Shenzhen 518067, Guangdong, China)

  • Online:2025-07-20 Published:2025-07-20

Abstract: The characteristics and propagation mechanisms of train-induced vibrations in high-speed railway shield tunnels are critical for route selection and the assessment of vibration-induced environmental impacts in densely built urban areas. In this study, a train-induced vibration prediction model is established based on a 2.5-dimensional finite element method-method of fundamental solutions (2.5D FEM-MFS). Focusing on a 350 km/h high-speed railway shield tunnel with an external diameter of 13.8 m, wheel-rail coupling dynamics and wavenumber-domain field coupling analyses reveal the vibration source characteristics and propagation patterns under typical operational conditions. The primary findings are as follows: (1) Train-induced vibrations in high-speed railway shield tunnels exhibit distinct frequency-dependent propagation; components below 30 Hz primarily propagate as shear waves in the surrounding rock (734 m/s wave velocity), components within 30-70 Hz involve coupled vibration of the tunnel and soil, and components above 80 Hz are dominated by segment bending waves (1 066 m/s and 2 000 m/s). (2) The Z vibration level attenuates from 80.9 dB at the track slab to 47.6 dB at the crown, with localized amplification up to 55 dB at the sidewalls due to higher-order vibration modes. (3) Surface vibrations exhibit non-monotonic spatial attenuation with localized amplification, where the maximum vibration level of 46.1 dB occurs 43 m from the tunnel centerline (complying with Class Ⅰ vibration limits), and the maximum velocity of 1.73 μm/s meets VC-E criteria for precision instruments. (4) Compared to typical metro vibration conditions, high-speed railway shield tunnels exhibit lower internal vibration levels and reduced surface high-frequency band vibration levels, although the latter attenuates more gradually with distance.

Key words: high-speed railway underground lines, shield tunnels, environmental vibration, 2.5-dimensional finite element method-method of fundamental solutions