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CFD Simulation and Validation of Breaking Wave Impact Events in Irregular Sea States

Sammendrag

The paper focuses on CFD modeling of random breaking extreme
wave events and resulting impact loads on a vertical structure. CFD simulations of wave impacts can be a valuable tool in the design stage of offshore structures. In the present paper the wave impact forces on a buoyant offshore structure has been analyzed. It is important to validate CFD model against experimental data in relevant sea conditions. Based on an extensive model test program at irregular sea state conditions, three extreme wave impact events were identified and selected as candidates to be modeled by means of CFD methods. The method applies a numerical model which reproduces the experimental conditions as close as possible. The two flap wave generation mechanism is modeled as moving wall boundaries in the CFD simulation, using a morphing mesh technique for the deformation of the computational mesh in vicinity to the moving wall boundaries. The motions of the flaps are based on the wave generator control signal used during the model tests. The time series of the waves are compared against model test results at several longitudinal positions. At the location of the extreme wave event, approximately 35 m from the wave generation flaps, the steepness of the wave event is reasonably well reproduced, while the height of the wave is slightly smaller than in the experiments. The time history of the wave impact force is also in reasonably agreement with experiments, although with a smaller peak value. The effect of the design modification is well captured in the CFD simulations.

Kategori

Vitenskapelig Kapittel/Artikkel/Konferanseartikkel

Språk

Engelsk

Forfatter(e)

Institusjon(er)

  • SINTEF Ocean / Skip og havkonstruksjoner
  • Equinor

År

2015

Forlag

International Society of Offshore & Polar Engineers

Bok

Proceedings of the twenty-fifth International Ocean and Polar Engineering Conference - ISOPE 2015

Hefte nr.

2015

ISBN

978-1-880653-89-0

Side(r)

684 - 691

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