1997
DOI: 10.1016/s0263-8231(97)00036-0
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A simplified model of upheaval thermal buckling of subsea pipelines

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Cited by 92 publications
(48 citation statements)
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“…2 is an example of upheaval buckling which has been widely researched in the context of thermally induced buckling of railway tracks [5,6], concrete pavements [7,8] and deep sea pipelines [9][10][11]. Upheaval buckling is most simply explained with reference to Croll's clamped column analogy [6,7,10,11], which is particularly relevant to the design of blinding struts since it makes allowance for the effects of geometric imperfections. According to this approach, the propagation load P p for a buckle of amplitude ' w , relative to its lift off points, and length L p in an infinitely long pipeline can be approximated as:…”
Section: Research Scopementioning
confidence: 99%
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“…2 is an example of upheaval buckling which has been widely researched in the context of thermally induced buckling of railway tracks [5,6], concrete pavements [7,8] and deep sea pipelines [9][10][11]. Upheaval buckling is most simply explained with reference to Croll's clamped column analogy [6,7,10,11], which is particularly relevant to the design of blinding struts since it makes allowance for the effects of geometric imperfections. According to this approach, the propagation load P p for a buckle of amplitude ' w , relative to its lift off points, and length L p in an infinitely long pipeline can be approximated as:…”
Section: Research Scopementioning
confidence: 99%
“…Croll [11] used equation (1) to derive simplified expressions for the critical buckling load of an infinitely long elastic strut that is draped over a sinusoidal imperfection with amplitude w g and length L g . Croll [11] showed that the buckle propagation load P p corresponding to a specific buckle amplitude w' is determined from equation (1) (2) with L p =L g ).…”
Section: Research Scopementioning
confidence: 99%
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“…The model gives useful insights into the effect of changes in the length and amplitude of the geometric imperfection. The method is an enhancement of Croll's [2,3] clamped column analogy for upheaval buckling which is discussed in the companion paper [1].…”
Section: Introductionmentioning
confidence: 99%