Kinematic Interaction Of A Single Pile In Heterogeneous Soil
Price
Free (open access)
Transaction
Volume
104
Pages
10
Page Range
95 - 104
Published
2009
Size
301 kb
Paper DOI
10.2495/ERES090091
Copyright
WIT Press
Author(s)
M. Maugeri, E. Motta, E. Raciti & D. Ardita
Abstract
The behaviour of deep foundation under static loads has been widely investigated and the available calculation procedures can be considered suitable for the current engineering applications. However, pile behaviour under seismic loading is more complex and less known, because one can find the contemporary action of inertial forces rising from the over-structure (inertial interaction) and of the soil deformations rising from the seismic waves (kinematic interaction). Italian code DM 14/01/2008 requires the dynamic soil-structure interaction in seismic foundation design to be taken into account, but it does not give any information about kinematic interaction strains evaluation criteria. Experimental evidences and theoretical considerations of many authors show that simply the kinematic interaction may induce high stresses on piles, especially near an alternation between a soft and a rigid soil layer interface. In this work pile behaviour due to kinematic interaction will be examined. An approach based on the differential equation proposed by Kavvadas and Gazetas (Kinematic seismic response and bending of free-head piles in layered soil. Géotechnique, 43, N.2, 207-222, 1993) will be used. The analysis is focused on the response of a single pile in a heterogeneous three-layer soil profile. Keywords: deep foundations, seismic loads, dynamic soil-structure interaction, pile behaviour, numerical model. 1 Introduction Pile seismic response results from a complex soil–pile–overstructure interaction affected by non-linear phenomena, which takes place in the soil near piles and by kinematic effects linked to ground shaking. Dynamic pile–soil interaction is
Keywords
deep foundations, seismic loads, dynamic soil-structure interaction, pile behaviour, numerical model.