Technical Papers
Jan 27, 2022

Field Installation Effects of Stone Columns on Load Settlement Characteristics of Reinforced Soft Ground

Publication: International Journal of Geomechanics
Volume 22, Issue 4

Abstract

Soft-soil reinforcement with stone columns is a popular ground improvement method. Installation of columns modifies the surrounding soft soil properties; this phenomenon is termed “smear.” Although several previous investigations were carried out on smear zone characterization, appropriate field-based studies are limited. The authors performed field-based investigations to quantify the installation effects by collecting a series of undisturbed soil samples from a reinforced soft ground site with newly installed stone columns and conducting laboratory testing followed by nonlinear regression analysis. It is observed that the stone column installation induced significant alteration in the soft soil properties when the columns are closely spaced. An explicit fast Lagrange finite-difference modeling is carried out employing unit cell analogy, where the nonlinear variation in soft clay permeability and compressibility is simulated. The disturbed soft-soil parameters obtained are successfully utilized to conduct numerical modeling. To cross-check, a 2D finite-element modeling by PLAXIS has been carried out as well. It is observed that the results obtained from finite-difference model were in sufficient agreement with the measured field data, compared with the finite-element results. Brief descriptions of the investigation and relevant conclusions drawn are presented in the paper.

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Acknowledgments

The fieldwork was assisted by Australian Research Council, Coffey Geotechnics and Keller Ground Engineering. The infrastructure supports were received from ARC Centre of excellence for Geotechnical Science and Engineering and University of Wollongong. The field construction and instrumentation were executed by Soilwicks and Geomotions Australia, respectively. The authors thankfully acknowledge the advice and help received from Prof. Buddhima Indraratna, A/Prof. Cholachat Rujikiatkamjorn, Prof. Roger Lewis, Academic Staffs, Mr. Alan Grant, Mr. Cameron Neilson, Mr. Richard Berndt, Mr. Bruce Perrin, Technical Officers, and Mr. Firman Siahaan, former PhD candidate of University of Wollongong.

Notation

The following symbols are used in this paper:
bk
regression parameter for soil permeability;
bk0
value of bk at initial ground surface;
bm
regression parameter for soil compressibility;
bm0
value of bm at initial ground surface;
[C]
augment matrix;
c, c
undrained and drained cohesion of soil;
cij
typical element of augment matrix;
cv
coefficient of consolidation;
E
elastic modulus;
E50ref
secant modulus;
Eoedref
tangent modulus;
Eurref
stiffness modulus;
e
void ratio;
e0
initial void ratio;
[F]
coefficient matrix;
fij
typical element of coefficient matrix;
H
thickness of soft-clay deposit;
kh
horizontal permeability of soft clay;
kv
vertical permeability of soft clay;
mv
volumetric compressibility of soft clay;
n
regression parameter;
nr
number of radial divisions;
ns
column–soil stress concentration ratio;
nt
number of divisions along time axis;
nz
number of vertical divisions;
p
effective overburden stress;
r
radial distance;
rc
column radius;
re
unit cell radius;
rs
radius of smear zone;
s
spacing of columns;
sr
settlement ratio;
t
time;
[U]
excess pore-water pressure matrix;
urt
excess pore-water pressure at point (r,t);
z
depth;
α, αi, αf, αt, αk
nondimensional clogging factors;
βk
regression parameter for soil permeability;
βkre
value of βk at r = re;
βkre0
value of βkre at ground surface;
βm
regression parameter for soil compressibility;
βmre
value of βm at r = re;
βmre0
value of βmre at ground surface;
δr
length of an element on radial axis;
δz
length of an element on depth axis;
ν
Poisson’s ratio;
λ, κ
soft soil parameters;
γw
unit weight of water;
ϕ, ϕ
undrained and drained friction angles;
ρav
average settlement of reinforced ground;
ρavu
average settlement of unreinforced ground;
ψ
dilation angle;
ξt
settlement factor;
ωbk
rate of increase of bk with depth;
ωbm
rate of increase of bm with depth;
ωβk
rate of increase of βkre with depth; and
ωβm
rate of increase of βmre with depth.

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International Journal of Geomechanics
Volume 22Issue 4April 2022

History

Received: Jun 3, 2021
Accepted: Nov 19, 2021
Published online: Jan 27, 2022
Published in print: Apr 1, 2022
Discussion open until: Jun 27, 2022

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Principal, Elitte College of Engineering, Affiliated: MAKA Univ. of Technology, Kolkata, India; formerly, ARC Research Academic, School of Civil, Mining and Environmental Engineering, Univ. of Wollongong, NSW, Australia (corresponding author). ORCID: https://orcid.org/0000-0003-3407-8757. Email: [email protected]
Senior Lecturer, School of Civil and Environmental Engineering, Univ. of Technology Sydney, Australia. ORCID: https://orcid.org/0000-0002-1538-3396.
Professor of Civil Engineering, Director, International Recycled Rubber Products Initiative, Department of Civil and Environmental Engineering, Univ. of Nevada, Las Vegas. ORCID: https://orcid.org/0000-0002-8274-6759.
Sameer Bharadwaj
Site Engineer, Acciona Infrastructure Australia; Formerly, Graduate Student, School of Civil, Mining and Environmental Engineering, Univ. of Wollongong, NSW, Australia.
Zhenkun Xie
Site Engineer, Ericon Building Pty. Ltd., Australia; formerly, Graduate Student, School of Civil, Mining and Environmental Engineering, Univ. of Wollongong, NSW, Australia.
Nathan Krause
Graduate Student, School of Civil, Mining and Environmental Engineering, Univ. of Wollongong, NSW, Australia.

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