2015
DOI: 10.1016/j.strusafe.2014.12.003
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Alternative environmental contours for structural reliability analysis

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Cited by 83 publications
(61 citation statements)
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“…where the second equality follows since we have assumed that F is convex and hence contained in Π + (u) for all F ∈ E. In fact for all u ∈ U we have Π + (u) ∈ E as well, and these halfspaces are the maximal sets within E. Moreover, the last equation follows by the definition of C(a) given in (7). Thus, we conclude that the contour ∂B indeed has the correct exceedence probability with respect to E. See [8] for further details regarding this.…”
Section: Monte Carlo Contoursmentioning
confidence: 96%
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“…where the second equality follows since we have assumed that F is convex and hence contained in Π + (u) for all F ∈ E. In fact for all u ∈ U we have Π + (u) ∈ E as well, and these halfspaces are the maximal sets within E. Moreover, the last equation follows by the definition of C(a) given in (7). Thus, we conclude that the contour ∂B indeed has the correct exceedence probability with respect to E. See [8] for further details regarding this.…”
Section: Monte Carlo Contoursmentioning
confidence: 96%
“…There are many possible ways of constructing environmental contours. In this paper we focus on the Monte Carlo based approach first introduced in [5], and improved in [7] and [6].…”
Section: Monte Carlo Contoursmentioning
confidence: 99%
“…Huseby et al, 2013Huseby et al, , 2015Jonathan and Ewans, 2013). These contours are defined within the input variables space but are based on the probability of exceedance of the response variable.…”
Section: Environmental Contourmentioning
confidence: 99%
“…A classical way of defining such environmental contours is to use the inverse firstorder reliability method (iFORM) (Winterstein et al, 1993). Here we preferred to use the approach developed by Huseby et al (2013Huseby et al ( , 2015 as it overcomes some limitations of the iFORM and it is especially suited to Monte Carlo simulated datasets. An environmental contour defined in this way is an (x, y) contour in the space (SWL, H s ), outlining a convex inner surface.…”
Section: Environmental Contourmentioning
confidence: 99%
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