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A time domain analysis of arrays of floating point-absorber wave energy converters including the effect of nonlinear mooring forces
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Advisor(s)
Abstract(s)
The extensive exploitation of the offshore wave energy resource may require the deployment of dense arrays of point absorbers, the distance between elements being possibly tens of meters. In such cases, it may be more convenient and economical that only elements in the periphery of the array are directly slack-moored to the sea bottom,while the other elements are prevented from drifting
and colliding by connections to adjacent elements.
Previous work was done in a base configuration of three floating point absorbers located at the grid points of an equilateral triangular, with a solid
weight located at the centre of the triangle, which was extended to more complex equilateral triangular grid arrays. The study was based on frequency domain analysis which requires, not only the power take-off system (PTO) to be linear, but also linear
mooring forces, which is quite unrealistic as a model of slack moorings.
In the present paper those restrictions are
removed by using a time-domain, rather than a
frequency domain, analysis, which allows nonlinear mooring forces to be considered. The mooring cables are approximately modelled as catenary lines in a quasi-static analysis. The results show very different
behaviour for the horizontal and vertical motions of the floating converters, namely the possibility of occurrence of low-frequency horizontal oscillations of large amplitude. Even in the case of incident
regular waves, such horizontal motions were found to be non-periodic, a behaviour that is typical of nonlinear systems.
Description
Keywords
Arrays Catenary Moorings Point absorbers Wave energy
Citation
Vicente, P.C.; Falcão, A.F. de O.; Justino, P.A.P. A time domain analysis of arrays of floating point-absorber wave energy converters including the effect of nonlinear mooring forces. In: ICOE'2010 - 3rd International Conference on Ocean Energy, Spain (Bilbao), October, 2010, 8p.