1992
DOI: 10.1007/bf01019709
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The stability of slopes and underground openings against flexural toppling and their stabilisation

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Cited by 177 publications
(71 citation statements)
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“…Unlike the circular slip failure mode, the toppling failure mode was formed due to the slope's geological structure. According to the limiting equilibrium method, the fundamental assumption for the existence of the limiting equilibrium state is that the "base plane" inclines at a specific angle to the normal to the rock layer dip angle (Aydan and Kawamoto, 1992). This linear crack formed in the anti-dip portion of the slope, and it validated the "base plane" assumption well.…”
Section: Simulated Toppling Failurementioning
confidence: 88%
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“…Unlike the circular slip failure mode, the toppling failure mode was formed due to the slope's geological structure. According to the limiting equilibrium method, the fundamental assumption for the existence of the limiting equilibrium state is that the "base plane" inclines at a specific angle to the normal to the rock layer dip angle (Aydan and Kawamoto, 1992). This linear crack formed in the anti-dip portion of the slope, and it validated the "base plane" assumption well.…”
Section: Simulated Toppling Failurementioning
confidence: 88%
“…The first type is the limit-equilibrium method (Goodman and Bray, 1976;Aydan and Kawamoto, 1992;Amini et al, 2009), which is a simple but robust analytical technique for predicting toppling. The second type is physical modeling, which includes the base friction model (Bray and Goodman, 1981), the tilt table model (Wong and Chiu, 2001) and the centrifuge model (Adhikary et al, 1997;Adhikary and Dyskin, 2007).…”
Section: Introductionmentioning
confidence: 99%
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“…The equations to reach other geometric parameters including a1, a2, b and yn can be addressed in Appendix A. It is shown that the interface between deformation blocks and the base is stepped, and its overall dip ψb can be valued in the range shown in Equation (1) [8,14,23]. It is shown that the interface between deformation blocks and the base is stepped, and its overall dip ψ b can be valued in the range shown in Equation (1) [8,14,23].…”
Section: Mechanical Model and Analytical Solution To Toppling Slope Fmentioning
confidence: 99%
“…Liu et al (2008Liu et al ( , 2010 [12,13] extended the continuum solution developed by [10,11] and presented an analytical approach for analyzing block toppling of those slopes that can be considered as continua. Considering rock layers as cantilever beams, Aydan and Kawamoto (1992) [14] proposed a limit equilibrium stability analysis method for slopes and underground openings under various loading conditions against the flexural toppling. Adihikary et al (1997) [15] adopted this limit equilibrium approach to analyze a centrifuge test data and found this method can accurately predict the failure load for the tests.…”
Section: Introductionmentioning
confidence: 99%