A Semianalytical Solution for Passively Loaded Piles Adjacent to Surcharge Load

Piles adjacent to a surcharge load commonly support not only active loads from superstructures but also the passive loads caused by soil lateral movement. To investigate the influence of passive load and the response along pile shafts of existing actively loaded piles, a load transfer model for anal...

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Published inAdvances in Civil Engineering Vol. 2020; no. 2020; pp. 1 - 19
Main Authors Guo, Yuancheng, Yang, Lei, Shi, Minglei, Zhang, Hao
Format Journal Article
LanguageEnglish
Published Cairo, Egypt Hindawi Publishing Corporation 2020
Hindawi
John Wiley & Sons, Inc
Wiley
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Abstract Piles adjacent to a surcharge load commonly support not only active loads from superstructures but also the passive loads caused by soil lateral movement. To investigate the influence of passive load and the response along pile shafts of existing actively loaded piles, a load transfer model for analyzing the soil-pile interaction was developed based on plastic deformation theory and the triparameter soil model. An analytical solution for the deformation and internal force of such piles was proposed using the transfer matrix method, in which the transfer matrix coefficients for piles in free, plastic, and elastic zones were analytically obtained by considering the second-order axial force effect caused by lateral loading and soil yielding based on the triparameter soil model. The proposed methodology was validated by comparing its predictions with field measurements and previously published results. A good match between model predictions, field measurements, and previously published results implies that the proposed method can be used to evaluate the response of passive piles adjacent to a surcharge load. Parametric studies were also carried out to investigate the influence of surcharge pressure, soil resistance, and boundary conditions on the behavior of passively loaded piles adjacent to a surcharge load.
AbstractList Piles adjacent to a surcharge load commonly support not only active loads from superstructures but also the passive loads caused by soil lateral movement. To investigate the influence of passive load and the response along pile shafts of existing actively loaded piles, a load transfer model for analyzing the soil-pile interaction was developed based on plastic deformation theory and the triparameter soil model. An analytical solution for the deformation and internal force of such piles was proposed using the transfer matrix method, in which the transfer matrix coefficients for piles in free, plastic, and elastic zones were analytically obtained by considering the second-order axial force effect caused by lateral loading and soil yielding based on the triparameter soil model. The proposed methodology was validated by comparing its predictions with field measurements and previously published results. A good match between model predictions, field measurements, and previously published results implies that the proposed method can be used to evaluate the response of passive piles adjacent to a surcharge load. Parametric studies were also carried out to investigate the influence of surcharge pressure, soil resistance, and boundary conditions on the behavior of passively loaded piles adjacent to a surcharge load.
Audience Academic
Author Guo, Yuancheng
Yang, Lei
Zhang, Hao
Shi, Minglei
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CitedBy_id crossref_primary_10_1080_17486025_2022_2025922
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Snippet Piles adjacent to a surcharge load commonly support not only active loads from superstructures but also the passive loads caused by soil lateral movement. To...
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SubjectTerms Axial forces
Boundary conditions
Civil engineering
Construction
Deformation
Elastic analysis
Exact solutions
Excavation
Internal forces
Lateral loads
Load
Load transfer
Mechanical properties
Methods
Piles
Piling (Civil engineering)
Plastic deformation
Soil analysis
Soil conditions
Soil investigations
Soil resistance
Soil-pile interaction
Soils
Superstructures
Theory
Transfer matrices
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Title A Semianalytical Solution for Passively Loaded Piles Adjacent to Surcharge Load
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