2011
DOI: 10.5194/nhess-11-1303-2011
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Quantitative assessment of diffuse rock fall hazard along a cliff foot

Abstract: Abstract.Many works have shown that the relation between rock fall frequency and volume is well fitted by a power law. Based on this relation, a new method is presented which allows estimating the fall frequency and probability for a wall section in a homogenous cliff, considering all possible rock fall volumes. The hazard for an element located at the foot of the cliff, with a minimal energy, is also estimated. The method has been applied to an itinerary, for which the human risk has also been estimated. Rock… Show more

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Cited by 36 publications
(33 citation statements)
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“…Figure 10 presents cumulative magnitude-frequency relationships derived from the clustering analysis of both the filled and unfilled models. The form of the magnitude-frequency relationships are similar to those derived for other rock slopes (e.g., [57,58]), and include characteristic "rollover" for small volumes as well as linearity in log-log space across several orders of magnitude of volume. The rollover phenomenon in landslide magnitude-frequency relationships has been attributed to data censuring that occurs when survey resolutions are approached [59].…”
Section: Study Site Asupporting
confidence: 57%
“…Figure 10 presents cumulative magnitude-frequency relationships derived from the clustering analysis of both the filled and unfilled models. The form of the magnitude-frequency relationships are similar to those derived for other rock slopes (e.g., [57,58]), and include characteristic "rollover" for small volumes as well as linearity in log-log space across several orders of magnitude of volume. The rollover phenomenon in landslide magnitude-frequency relationships has been attributed to data censuring that occurs when survey resolutions are approached [59].…”
Section: Study Site Asupporting
confidence: 57%
“…vehicles, buildings) is a rare event that can be ascribed to a Poisson process. Similarly, Lari et al (2014) and Hantz and colleagues (Hantz et al, 2003;Hantz, 2011) invoke the same assumption. The GPD has been chosen for fitting the values of list F for various reasons.…”
Section: Discussionmentioning
confidence: 74%
“…Hantz (2011) uses a risk calculation, where the block size varies according to a power law, and the target dimension is set to 0.5 m, corresponding to a hiker's "length". Michoud et al (2012) also use the dimensions of the cars (4 m) and of the falling rocks.…”
Section: Methods Considering An Impact On the Side Of The Vehiclementioning
confidence: 99%
“…The passengers' "length" could also be added to the event's width in this equation, similarly to the addition of the event's width to the vehicle's length in P ST (Eq. 8) or to the hiker's length in Hantz (2011), to account for the fact that a passenger with a geometric centre close to the path of the falling mass could actually be partly on its path. This is however a detail with respect to the fact that this last equation does not take the potential derailment of the train into account (see Cloutier, 2014), which could affect the passengers on a section of the train longer than the section directly affected by the falling material.…”
Section: P Nicolet Et Al: Direct Impact Probability Of Landslides Omentioning
confidence: 99%