2010
DOI: 10.1177/1077546309349393
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A Study on the Combination Resonance Response of a Classic Spar Platform

Abstract: The sum type combination resonance response of a classic spar platform is studied under a long periodic regular wave in this paper. The nonlinear differential equations for heave and pitch are established considering the time-varying incident wave elevation which is regarded as a parametric excitation. The first order steady-state response is solved by the method of multiple scales when the incident wave frequency approaches the sum of heave natural frequency and pitch natural frequency. The heave and pitch re… Show more

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Cited by 32 publications
(14 citation statements)
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“…The selection of this type of WEC stems from the numerous reports of parametric pitch/roll for axisymmetric heaving point absorbers [17][18][19][20][29][30][31][32][33][34]39,41,45,46,[48][49][50]. The particular geometry used in this study is a representation of a classic spar platform from the literature [62][63][64][65], comprising a simple vertical cylinder whose natural period of pitch motion is about twice the heave resonant period. The 2:1 ratio of heave to pitch natural frequency makes the floating cylinder prone to parametric excitation in pitch.…”
Section: The Devicementioning
confidence: 99%
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“…The selection of this type of WEC stems from the numerous reports of parametric pitch/roll for axisymmetric heaving point absorbers [17][18][19][20][29][30][31][32][33][34]39,41,45,46,[48][49][50]. The particular geometry used in this study is a representation of a classic spar platform from the literature [62][63][64][65], comprising a simple vertical cylinder whose natural period of pitch motion is about twice the heave resonant period. The 2:1 ratio of heave to pitch natural frequency makes the floating cylinder prone to parametric excitation in pitch.…”
Section: The Devicementioning
confidence: 99%
“…Hong et al [62] tested the floating cylinder at model scale, under various regular wave conditions in the Samsung Ship Model Basin. A numerical model of the cylinder was used by Jingrui et al [63] to study the combination resonance response. Gavasoni et al [64] employed a numerical model for the investigation of nonlinear vibration modes and instability.…”
Section: The Devicementioning
confidence: 99%
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