Abstract

A tetrahedral wedge of rock can slide on one or both of the bounding discontinuity surfaces. The test to identify these two mechanisms can be performed on a stereograph based on the orientation of the two discontinuities, their line of intersection and the slope face. An alternative stereographic method involves identifying the great circle, known as a π-circle, linking the discontinuity poles and comparing this plane with the slope face orientation. A kinematically feasible wedge is double plane sliding unless the following two criteria are met. 1) One of the poles is within the daylight envelope for the slope face and 2) that pole lies between the dip direction of the π-circle and the direction opposite to the slope direction of the excavation face. These criteria are readily observable on a stereograph. The boundaries for poles capable of forming single and double plane sliding wedges in combination with another pole can be marked as zones on the stereograph.

Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call