1991
DOI: 10.1016/0167-4730(91)90043-9
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Formulation of load factors based on optimum reliability

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Cited by 55 publications
(19 citation statements)
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“…The investigation of the optimum seismic design level for buildings is not new and has been investigated in Rosenblueth [1,2], Liu et al [3], Rosenblueth and Jara [4], Kanda and Ellingwood [5], Ang and De Leon [6], Rackwitz [7], Kang and Wen [8], Ellingwood [9], Esteva et al [10,11], Liu et al [12], Ellingwood and Wen [13] and Goda and Hong [14,15]. In these studies, the selection of the seismic design load level takes into account the safety and the economic issues that balance benefit and cost for the structural lifecycle.…”
Section: Introductionmentioning
confidence: 99%
“…The investigation of the optimum seismic design level for buildings is not new and has been investigated in Rosenblueth [1,2], Liu et al [3], Rosenblueth and Jara [4], Kanda and Ellingwood [5], Ang and De Leon [6], Rackwitz [7], Kang and Wen [8], Ellingwood [9], Esteva et al [10,11], Liu et al [12], Ellingwood and Wen [13] and Goda and Hong [14,15]. In these studies, the selection of the seismic design load level takes into account the safety and the economic issues that balance benefit and cost for the structural lifecycle.…”
Section: Introductionmentioning
confidence: 99%
“…The interpolation points for this function may, for example, be determined by the response-surface methodology along with, e.g., importance sampling techniques. The procedure was shown to provide sufficient accuracy for structural optimization (see, e.g., [45]). …”
Section: Reliability-based Optimization (Rbo) Proceduresmentioning
confidence: 99%
“…There are two weaknesses with this: first, a technique is required to choose which of the three distributions is most appropriate for the data at hand; second, once such a decision is made, subsequent inferences presume this choice to be correct, and do not allow for the uncertainty such a selection involves, even though this uncertainty may be substantial (Coles, 2001). Nevertheless, many studies (Caprani & OBrien, 2006, Caprani et al, 2008, Kanda & Ellingwood, 1991, O'Connor & OBrien, 2005 indicate that LE data is either Weibull or Gumbel and, given that Gumbel is a special case of Weibull (with shape parameter, ξ = 0), an assumption that LE is always of the form of Equation 1, with ξ ≤ 0, seems reasonable.…”
Section: Block Maximum -Extreme Value Distributionsmentioning
confidence: 99%