Abstract

This paper investigates the nonlinear soil–pile–structure interaction employing three-dimensional nonlinear finite element models verified with the results of large-scale shaking table tests of model pile groups-superstructure systems. The responses of piles in both liquefiable and non-liquefiable soil sites to ground motion with varying intensities were evaluated considering both kinematic and inertial interaction. The calculated piles and soil responses agreed well with the responses measured during the shaking events. The numerical models correctly predicted the different pile deformation modes that were exhibited in the experiments. The finite element analysis was then employed to perform a parametric study to evaluate the kinematic and inertial effects on the piles' response, considering different ground motion Intensity and piles characteristics. It was found that the bending moment of piles in the liquefiable site increases significantly, compared to the non-liquefiable site, due to the loss of lateral support of the liquified soil, and the maximum bending moment occurs at the interface between the loose and dense sand layers. The inertial interaction contributes the most to the bending moments at the pile top and the interface between the top clay and liquefied loose sand layers. For piles with a larger diameter, the bending moment due to kinematic interaction increases significantly, and the bending moment distribution corresponds to short (rigid) pile behaviour. In addition, the piles at the saturated site displace laterally as a rigid body during strong ground motions because the pile base loses the lateral support due to the soil liquefaction. Finally, the kinematic interaction effect becomes more significant for piles with higher elastic modulus.

Highlights

  • Analysis of soil-pile-structure interaction (SPSI) is an essential consideration in the design of major structures, such as high-rise buildings, bridges, and infrastructure that are supported by deep foundations installed in loose sand (Maheshwari and Sarkar 2011)

  • This paper investigates the nonlinear soil-pile-structure interaction (SPSI) employing three-dimensional (3D) nonlinear finite element (FE) models verified with the results of large-scale shaking table tests of model pile groups-superstructure systems

  • To further extend the observations from this comparative study, the present paper develops rigorous 3D nonlinear finite element models to investigate the dynamic response of the SPSI considered in the shaking table testing program to evaluate the effects of different soil and pile parameters (Xu et al 2020)

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Summary

Introduction

Analysis of soil-pile-structure interaction (SPSI) is an essential consideration in the design of major structures, such as high-rise buildings, bridges, and infrastructure that are supported by deep foundations installed in loose sand (Maheshwari and Sarkar 2011). Assimaki and Shafieezadeh (2013) performed non-linear finite element models to investigate the SPSI in liquefied soil-induced lateral spreading and validated the numerical model with physical tests He et al (2017) calibrated a numerical model employing results of large-scale shaking table experiments to investigate the effect of soil permeability on triggering liquefaction and the liquefaction-induced lateral force. Xu et al (2020) performed shaking table tests to investigate the seismic response of the SPSI in dry and saturated sands, employing a similar test configuration (soil profile and pile group) to enable direct comparison of the nonlinear response for non-liquefiable and liquefiable soil cases They applied different shakings including, 0.05g sine wave beat motion to induce linear soil-pile responses and the Wenchuan earthquake scaled motion of 0.3g to induce nonlinear soil-pile responses.

Description of shake table experiments
Finite element model
Defining Elements and Materials
Input Motion
Boundary Conditions and Analysis Stages
Excess pore water pressure build-up
Pile Acceleration Amplification
Pile Lateral Displacement and Vertical Settlement
Pile Bending Moment
Inertial and Kinematic Effects on Piles response
Effect of Kinematic Interaction
Inertial Effects
Piles Vertical Settlement Response to Inertial Forces
Conclusion

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