4.5 Article

Computation of flow features and hydrodynamic coefficients around heave plates oscillating near a seabed

Journal

JOURNAL OF FLUIDS AND STRUCTURES
Volume 59, Issue -, Pages 406-431

Publisher

ACADEMIC PRESS LTD- ELSEVIER SCIENCE LTD
DOI: 10.1016/j.jfluidstructs.2015.10.003

Keywords

Heave plate; Added mass; Damping; Enstrophy; Forced oscillations; Vortex shedding

Funding

  1. Spanish Ministry for Economy and Competitiveness [TRA2013-41096-P, ENE2014-59194-C2-2-R]
  2. Flagship Project RITMARE-The Italian Research for the Sea
  3. Italian Ministry of Education, University and Research
  4. Technical University of Madrid
  5. CEHINAV research group

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For the past few years, heave plates have been used in the offshore industry due to their favorable hydrodynamic characteristics in oscillating flows, i.e., increased added mass and damping. The hydrodynamic coefficients of heave plates are strongly influenced by the proximity of solid boundaries. Assessing how this variation depends on the proximity to the seabed and on the amplitude of the oscillation is the main aim of this paper. In this process, a new model describing the work done by damping in terms of the flow enstrophy is described herein. This new approach is able to provide a direct correlation between the vortex shedding processes and the linear damping coefficient. Numerical simulations have been performed using the finite volume open source solver OpenFOAM. Simulations have been conducted on a solid circular disc oscillating axially in water at various elevations above an impermeable seabed boundary. Results for hydrodynamic coefficients are validated against previously published experimental data. At low KC numbers, a systematic increase in added mass and damping, corresponding to an increase in the seabed proximity, is observed. As seen in experiments, a critical KC where the monotonic trend of the hydrodynamic coefficients with KC is disrupted and that depends on the seabed distance exists. The physical behavior of the flow around the critical KC is explained through an analysis of the flow enstrophy. (C) 2015 Elsevier Ltd. All rights reserved.

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