2009
DOI: 10.1016/j.jcsr.2008.08.006
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On the probabilistic evaluation of the stability resistance of steel columns and beams

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Cited by 20 publications
(13 citation statements)
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“…The fact that the buckling curve deviation from the perfect Euler buckling curve with a yielding cut off is greatest around a nondimensional slenderness equal of λ = 1, is a consequence of the large sensitivity to non-linear material behaviour and imperfections in this slenderness range, both for flexural and lateral torsional buckling. This sensitivity has been shown both experimentally over the last decades and through in-depth probabilistic studies, see for example the papers by Szalai & Papp [30] and Kala & Kala [31].…”
Section: Analysis Using Bow Imperfection and Residual Stressmentioning
confidence: 90%
“…The fact that the buckling curve deviation from the perfect Euler buckling curve with a yielding cut off is greatest around a nondimensional slenderness equal of λ = 1, is a consequence of the large sensitivity to non-linear material behaviour and imperfections in this slenderness range, both for flexural and lateral torsional buckling. This sensitivity has been shown both experimentally over the last decades and through in-depth probabilistic studies, see for example the papers by Szalai & Papp [30] and Kala & Kala [31].…”
Section: Analysis Using Bow Imperfection and Residual Stressmentioning
confidence: 90%
“…The profiles U65 to U140 of steel grade S355 show, in comparison with the plates, a lower standard deviation (see Melcher 2004Melcher , 2008. These conclusions have been confirmed by a long-term study of material characteristics (Mrázik, Sadovský 1992;Rozlívka et al;Melcher et al 2004;Kala et al 2005;Strauss et al 2006;Szalai, Papp 2009;Melcher et al 2008).…”
Section: Resultsmentioning
confidence: 74%
“…The aim of the paper is to provide new information on the listed characteristics from the year 2007. The studies published here link up with the long-term non-commercial experimental research, the results of which were published in (Mrázik, Sadovský 1992;Rozlívka et al;Melcher et al 2004;Kala et al 2005;Strauss et al 2006;Szalai, Papp 2009;Melcher et al 2008).…”
Section: Introductionmentioning
confidence: 90%
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“…Even though many researchers have performed investigation on the uniform elements subjected to bending moment and axial compression force [2,3,4], information regarding the out-of-plane behaviour of tapered elements is still limited. The ultimate capacity for tapered steel plate girders subjected to shear was determined by Shanmugam [5] and the one for axially loaded thin-walled tapered columns with doubly symmetric sections by Salem [6].…”
Section: Introductionmentioning
confidence: 99%