This paper presents the results of a study on the influence of varying percentages of rock bridges along a basal surface defining a biplanar failure mode. A pseudo-coupled-hydromechanical brittle fracture analysis is adopted using the state-of-the-art code Slope Model. Model results show that rock bridge failure is strongly influenced by the incorporation of groundwater pressures. The models show that groundwater pressure can promote total failure of a 5% rock bridge along the basal surface. Once the percentage of the rock bridges increases to 10 and 15%, although, the rock bridges are broken, full interconnection of the surface defining the basal surface of the biplanar mode does not occur. Increased damage is caused when the rock bridge is located at the daylighting end of the basal surface in proximity to the blast damage zone. As expected, some cracking damage is experienced in the blast damage zone, where properties representing a good quality controlled damage blast technique were assumed. Model results indicate the potential increase of permeability towards the blast damage zone. Keywords—Slope model, lattice spring, blasting damage zone.
[1]
Mark S. Diederichs,et al.
Tensile strength and abutment relaxation as failure control mechanisms in underground excavations
,
1999
.
[2]
Zack Shane Tuckey,et al.
An Integrated Field Mapping-Numerical Modelling Approach to Characterising Discontinuity Persistence and Intact Rock Bridges in Large Open Pit Slopes
,
2012
.
[3]
T. Sullivan.
Hydromechanical Coupling and Pit Slope Movements
,
2007
.
[4]
D. Stead,et al.
Modelling Rock Bridge Failure And Brittle Fracturing In Large Open Pit Rock Slopes.
,
2012
.
[5]
John Read,et al.
Guidelines for Evaluating Water in Pit Slope Stability
,
2014
.
[6]
Sebastian Fischer,et al.
Guidelines for Open Pit Slope Design
,
2011
.
[7]
B. Damjanac,et al.
A Three-Dimensional Model For Rock Slopes Based On Micromechanics
,
2010
.
[8]
Lianyang Zhang.
Aspects of rock permeability
,
2013
.
[9]
A. Robertson.
interpretation of geological factors for use in slope theory
,
1970
.