A Fully Coupled Flow Deformation Model for Seismic Response Analysis of Underground Structures in Liquefiable Sites

With an algorithm for equivalent shear strain and a loading–unloading criterion, the Davidenkov constitutive model is formulated in three-dimensional stress space. A method for effective stress analysis to capture soil–structure interaction in liquefiable sites is proposed, integrating the shear–volume strain increment model and Biot’s dynamic consolidation equations. Implemented on the FLAC3D (version 5.0) platform, it enables nonlinear seismic analysis of large-scale soil–structure systems. Various models simulate undrained cyclic torsional shear tests of saturated sand, revealing the proposed method’s superior capability in simulating liquefaction under complex stress paths compared to the modified Byrne model. Seismic response analysis of a rectangular tunnel in a liquefiable site is conducted to explore the soil–structure interaction mechanism. The results show that seismic wave propagation induces reciprocating shear stress in the far field, with reflection and projection at the soil–structure interface amplifying excess pore pressure growth and liquefied zone area. While the modified Byrne model predicts seismic response well in the far field, it underestimates the excess pore pressure accumulation and the liquefied area around the structure. In contrast, the proposed method accurately captures the soil–structure interaction effects on the dynamic response in the liquefiable site surrounding the underground structure.

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Publication Details

Journal
International Journal of Geomechanics
Published
2026-01-13
DOI
https://doi.org/10.1061/ijgnai.gmeng-12110
Primary Topic
Geotechnical Engineering and Soil Mechanics
Type
article
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article

A Fully Coupled Flow Deformation Model for Seismic Response Analysis of Underground Structures in Liquefiable Sites

Qiuzhe Wang, Kai Zhao, Xiaoxiao Bai, Guoxing Chen et al.
International Journal of Geomechanics
Geotechnical Engineering and Soil Mechanics
article

A Fully Coupled Flow Deformation Model for Seismic Response Analysis of Underground Structures in Liquefiable Sites

Qiuzhe Wang, Kai Zhao, Xiaoxiao Bai, Guoxing Chen, Ronghua Zhao, Qingrui Lu
article en

Abstract

With an algorithm for equivalent shear strain and a loading–unloading criterion, the Davidenkov constitutive model is formulated in three-dimensional stress space. A method for effective stress analysis to capture soil–structure interaction in liquefiable sites is proposed, integrating the shear–volume strain increment model and Biot’s dynamic consolidation equations. Implemented on the FLAC3D (version 5.0) platform, it enables nonlinear seismic analysis of large-scale soil–structure systems. Various models simulate undrained cyclic torsional shear tests of saturated sand, revealing the proposed method’s superior capability in simulating liquefaction under complex stress paths compared to the modified Byrne model. Seismic response analysis of a rectangular tunnel in a liquefiable site is conducted to explore the soil–structure interaction mechanism. The results show that seismic wave propagation induces reciprocating shear stress in the far field, with reflection and projection at the soil–structure interface amplifying excess pore pressure growth and liquefied zone area. While the modified Byrne model predicts seismic response well in the far field, it underestimates the excess pore pressure accumulation and the liquefied area around the structure. In contrast, the proposed method accurately captures the soil–structure interaction effects on the dynamic response in the liquefiable site surrounding the underground structure.

International Journal of GeomechanicsVol. 26(3)
Nanjing Tech University (CN), Jiangsu Vocational College of Medicine (CN)
Life in Land
Openalex Percentile: Top 90%
Geotechnical Engineering and Soil Mechanics
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A Fully Coupled Flow Deformation Model for Seismic Response Analysis of Underground Structures in Liquefiable Sites — Qiuzhe Wang, Kai Zhao, et al. · International Journal of Geomechanics (2026) | TGRS Research Map | TGRS