Effect of local nonlinearity in cohesionless soil on optimal radius minimizing fixed-head pile bending by inertial and kinematic interactions |
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| Authors: | Masato Saitoh |
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| Institution: | (1) Graduate School of Science and Engineering, Saitama University, 255 Shimo-Okubo, Sakura-Ku, Saitama, Japan |
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| Abstract: | This study presents the effects of a local nonlinearity in cohesionless soil upon the optimal radius minimizing the bending
strains of a vertical, cylindrical fixed-head pile embedded in a layered soil stratum in a soil–pile–structure system where
the kinematic interaction dominates. The seismic deformation method (SDM) with discretized numerical models is applied since
the SDM is a static numerical method that can easily consider realistic conditions of layered soil strata and the nonlinearity
of the soil. In the numerical models, the local nonlinearity of the soil in the vicinity of the pile is represented by subgrade
springs having bi-linear skeleton curves with a simple hysteretic loop. Various amplitudes of the lateral displacements of
the soil and the lateral forces at the head of the pile are considered as numerical parameters. The results of parametric
analyses reveal the presence of an optimal pile radius that locally minimizes the bending strains of the piles under strong
nonlinearity of the soil, and the optimal pile radius tends to increase as the degree of nonlinearity increases. Criteria
are presented for predicting the increment in the optimal radius of soil–pile–structure systems under strong nonlinearity
in the soil. |
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