2021
DOI: 10.1007/s11071-021-07089-5
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A mathematical analysis of an extended model describing sea ice-induced frequency lock-in for vertically sided offshore structures

Abstract: This paper presents a mathematical analysis of an extended model describing a sea ice-induced frequency lock-in for vertically sided offshore structures. A simple Euler-Bernoulli beam as model for the offshore structure is used, and a moving boundary between an ice floe and the structure itself is introduced. A nonlinear equation for the beam dynamics is found by using an asymptotical approach and a Galerkin procedure. It is shown analytically that a frequency lockin regime occurs during ice-induced vibrations… Show more

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Cited by 2 publications
(1 citation statement)
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“…Dynamic models, such as the van der Pol equation, have been employed to study FLI phenomena [17]. The FLI has also been examined using a nonlinear mathematical model with the structure modeled as an Euler-Bernoulli beam [18]. Notably, low ice speeds typically lead to ductile sea ice failure, while high speeds result in brittle sea ice failure [19].…”
Section: Ice-induced Vibrations In Owtsmentioning
confidence: 99%
“…Dynamic models, such as the van der Pol equation, have been employed to study FLI phenomena [17]. The FLI has also been examined using a nonlinear mathematical model with the structure modeled as an Euler-Bernoulli beam [18]. Notably, low ice speeds typically lead to ductile sea ice failure, while high speeds result in brittle sea ice failure [19].…”
Section: Ice-induced Vibrations In Owtsmentioning
confidence: 99%