Abstract Implementation of fast and cost-effective shoring systems has become very necessary to overcome the technical challenges such as variable soil and rock profiles, high groundwater tables and limitations imposed by the built environment. Secant pile wall shoring systems allow the construction of overlapped piles in almost all subsurface conditions. They are constructed in a circular plan layout to form a vertical shaft which provides unique advantages such as compression ring behavior. This paper presents a numerical study to investigate various aspects of the behavior of circular shafts constructed using secant pile walls. The studied aspects include the identification of earth pressure distributions exerted on circular shafts, the impact of excavation of single and multiple holes on the shaft stresses, and the stresses in the shaft in the case of sloping bedrock. A three-dimensional finite element model is developed to conduct the present analyses taking into consideration the actual behavior of soils surrounding the walls. The stress concentrations calculated for circular shafts were seen to vary from the results of the infinite plate with hole solution. The sloping bedrock was also seen to result in significant deviations from the compression ring behavior. A large increase in the maximum compressive stresses and emergence of some significant tensile stress zones were observed for bedrock inclinations larger than 20°. The results presented in this study address some practical design concerns and were considered to be of interest to those involved in design and construction of vertical shafts.
[1]
R. C. K. Wong,et al.
Design and performance evaluation of vertical shafts: rational shaft design method and verification of design method
,
1988
.
[2]
Charles Wang Wai Ng,et al.
Stress Transfer and Deformation Mechanisms around a Diaphragm Wall Panel
,
1998
.
[3]
E. K. de Moor.
Discussion: An analysis of bored pile/diaphragm wall installation effects
,
1995
.
[4]
Osamu Kusakabe,et al.
A numerical study on ground displacement and stress during and after the installation of deep circular diaphragm walls and soil excavation
,
2008
.
[5]
J. C. Jaeger,et al.
Fundamentals of rock mechanics
,
1969
.
[6]
Load capacity of a thick-walled cylinder with a radial hole
,
2010
.
[7]
A. Nádai.
Theory of flow and fracture of solids
,
1950
.
[8]
Markus Herten,et al.
Determination of spatial earth pressure on circular shaft constructions
,
1999
.
[9]
Robert Hamilton,et al.
Stress concentration at crossholes in thick cylindrical vessels
,
2004
.
[10]
Mohamed A. Meguid,et al.
Comparative evaluation of methods to determine the earth pressure distribution on cylindrical shafts: A review
,
2010
.
[12]
In Mo Lee,et al.
Earth pressures acting on vertical circular shafts considering arching effects in c- $\phi$ soils : II. Lab. Model Tests
,
2010
.
[13]
천병식,et al.
Active Earth Pressure Acting on the Cylindrical Retaining Wall of a Shaft
,
2006
.