Analysis on Deformation Mechanism of PCC Pile Composite Foundation Under Train Vibration Load
Publication: IACGE 2013: Challenges and Recent Advances in Geotechnical and Seismic Research and Practices
Abstract
In this paper, a three-dimensional dynamic coupling finite element model of tracks of embankment pile-soil composite foundation has been established. The dynamic displacement of pile composite foundation is analyzed based on modulus parameter changes of foundation bed, pile, cushion layer and foundation. The results show that the interface area between cushion and pile increases with the decreasing of pipe pile top, the load-sharing ratio of the PCC pile increases significantly, and the load that the soil bears also decreases. The magnitude and scope of dynamic displacement for subgrade also decreases. It is worth noting that the dynamic interaction between PCC piles and cushion layer is greater than that between soils and the cushion layer. Rigid piles tend to penetrate into the cushion layer; the dynamic curve along the cushion layer surface is similar to type 'W'. An increase in modulus of the cushion enhances the dynamic interaction effects between PCC pile and the cushion, which, to some degree, encourages PCC piles to share more bearing responsibilities. This mechanism magnifies the dynamic displacement of pile top and body, whilst simultaneously reducing upward penetration deformations.
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Copyright
© 2013 American Society of Civil Engineers.
History
Published online: Nov 12, 2013
ASCE Technical Topics:
- Analysis (by type)
- Composite materials
- Continuum mechanics
- Deformation (mechanics)
- Dynamic loads
- Dynamic structural analysis
- Dynamics (solid mechanics)
- Engineering fundamentals
- Engineering materials (by type)
- Engineering mechanics
- Finite element method
- Foundations
- Geotechnical engineering
- Materials engineering
- Methodology (by type)
- Numerical methods
- Pile foundations
- Piles
- Pipe piles
- Solid mechanics
- Structural analysis
- Structural dynamics
- Structural engineering
- Structural mechanics
- Three-dimensional analysis
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