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Statistics of Boulder Encounters during Shaft Excavation
Summary. We study the problem of boulder encounter during shaft excavation and the bias that results from directly using statistics from borehole samples without correction for probe diameter. We specifically focus on two quantities, the rate of boulder encounters $ λ_{1} $ and the total length of obstructed shaft drilling L1. Assuming that boulders have spherical shape or cylindrical shape of a particular type, we evaluate how $ λ_{1} $ and the mean and variance of L1 depend on the shaft diameter, the distribution of the boulder diameter, and the minimum boulder diameter that constitutes an obstruction to drilling. The statistics on L1 assume that the boulder centers are distributed according to a homogeneous Poisson process in space. Finally, we briefly discuss the problem of inferring the spatial density of boulders and their diameter distribution from borehole data. Both $ λ_{1} $ and L1 increase significantly with increasing shaft diameter; hence the uncorrected statistics from borehole samples severely under-predict these two quantities during large-shaft drilling. Moreover, for typical parameter values, the mean value of L1 may be a significant fraction of the total shaft length.
Statistics of Boulder Encounters during Shaft Excavation
Summary. We study the problem of boulder encounter during shaft excavation and the bias that results from directly using statistics from borehole samples without correction for probe diameter. We specifically focus on two quantities, the rate of boulder encounters $ λ_{1} $ and the total length of obstructed shaft drilling L1. Assuming that boulders have spherical shape or cylindrical shape of a particular type, we evaluate how $ λ_{1} $ and the mean and variance of L1 depend on the shaft diameter, the distribution of the boulder diameter, and the minimum boulder diameter that constitutes an obstruction to drilling. The statistics on L1 assume that the boulder centers are distributed according to a homogeneous Poisson process in space. Finally, we briefly discuss the problem of inferring the spatial density of boulders and their diameter distribution from borehole data. Both $ λ_{1} $ and L1 increase significantly with increasing shaft diameter; hence the uncorrected statistics from borehole samples severely under-predict these two quantities during large-shaft drilling. Moreover, for typical parameter values, the mean value of L1 may be a significant fraction of the total shaft length.
Statistics of Boulder Encounters during Shaft Excavation
Veneziano, D. (Autor:in) / Van Dyck, J. (Autor:in)
2005
Aufsatz (Zeitschrift)
Englisch
Lokalklassifikation TIB:
560/4815/6545
BKL:
38.58
Geomechanik
/
56.20
Ingenieurgeologie, Bodenmechanik
Statistics of Boulder Encounters during Shaft Excavation
British Library Online Contents | 2006
|Statistics of Boulder Encounters during Shaft Excavation
Online Contents | 2005
|Handling 2,000,000 cu yd. of excavation at Boulder Dam
Engineering Index Backfile | 1933