A novel 2-D point absorber numerical modelling method
Giannini, Gianmaria and Day, Sandy and Rosa-Santos, Paulo and Taveira-Pinto, Francisco (2021) A novel 2-D point absorber numerical modelling method. Inventions, 6 (4). 75. ISSN 2411-5134 (https://doi.org/10.3390/inventions6040075)
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Abstract
Despite several wave energy converters (WECs) having been developed to present, no particular concept has emerged yet. The existing inventions vary significantly in terms of the operation principle and complexity of WECs. The tethered point absorbers (PAs) are among the most known devices that, thanks to their simplicity, appear to be cost-effective and reliable for offshore installation. These devices need to be advanced further and, therefore, new tailored modelling methods are required. Numerical modelling of this type of WEC has been done mainly in one degree of freedom. Existing methods for multi-degrees of freedom analysis lack pragmatism and accuracy. Nevertheless, modelling of multiple degrees of freedom is necessary for correct analysis of the device dynamic response, wave loads and device performance. Therefore, an innovative numerical method for two degrees of freedom analysis of PA WECs, which permits precisely modelling the dynamics of PA for surge and heave motions, is introduced in this paper. The new method allows assessing, in the time-domain, the dynamic response of tethered PAs using regular and irregular sea states. The novel numerical model is explained, proved and empirically validated.
ORCID iDs
Giannini, Gianmaria, Day, Sandy ORCID: https://orcid.org/0000-0001-6798-3468, Rosa-Santos, Paulo and Taveira-Pinto, Francisco;-
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Item type: Article ID code: 78401 Dates: DateEvent29 October 2021Published27 October 2021AcceptedSubjects: Naval Science > Naval architecture. Shipbuilding. Marine engineering Department: Strategic Research Themes > Ocean, Air and Space
Faculty of Engineering > Naval Architecture, Ocean & Marine EngineeringDepositing user: Pure Administrator Date deposited: 04 Nov 2021 15:20 Last modified: 30 Nov 2024 14:18 URI: https://strathprints.strath.ac.uk/id/eprint/78401