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Issue 14 (4) 2015 pp. 13–23
Agnieszka Dudzik, Paulina Obara, Urszula Radoń
THE APPLICATION OF THE FORM METHOD IN RELIABILITY ANALYSIS OF THE STEEL TRUSS BRIDGE
Keywords: random variables, probability distribution, the FORM method, the Hasofer-Lind reliability index, sensitivity of the reliability index
Abstract: The aim of the study is a probabilistic analysis of a steel truss bridge. Structural design parameters were defined as deterministic values and random variables. The latter were not correlated. In the reliability analysis two variants of the description of random variables were considered. In the Variant I the normal distribution was used whereas in the Variant II – different types of probability distribution appropriate for the nature of the variable were proposed. The transformation of normal parameters into the parameters of another distribution was estimated by collocation method at the central point. The criterions of structural failure were expressed by a limit function related to the serviceability limit state and ultimate limit state. The module for symbolic computation using the Finite Element Method was created in the Mathematica software and used to define limit functions for different load schemes. These functions were the starting point for the probabilistic analysis for which the reliability software STAND was used. The Hasofer-Lind reliability index was estimated using the FORM method. In addition, the study presents graphs of sensitivity of the reliability index to the random variables.
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MLA | Dudzik, Agnieszka, et al. "THE APPLICATION OF THE FORM METHOD IN RELIABILITY ANALYSIS OF THE STEEL TRUSS BRIDGE." Acta Sci.Pol. Architectura 14.4 (2015): 13–23. |
APA | Dudzik, A. et al. (2015). THE APPLICATION OF THE FORM METHOD IN RELIABILITY ANALYSIS OF THE STEEL TRUSS BRIDGE. Acta Sci.Pol. Architectura, 14 (4), 13–23 |
ISO 690 | Dudzik, Agnieszka, Obara, Paulina, Radoń, Urszula. THE APPLICATION OF THE FORM METHOD IN RELIABILITY ANALYSIS OF THE STEEL TRUSS BRIDGE. Acta Sci.Pol. Architectura, 2015, 14.4: 13–23. |
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