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Yavuz Hakan Ozdemir ; Canakkale Onsekiz Mart University, Department of Motor Vehicles and Transportation Technologies Canakkale, Turkey
Taner Cosgun orcid id ; Yildiz Technical University, Department of Naval Architecture and Marine Engineering, Istanbul, Turkey
Baris Barlas ; Istanbul Technical University, Faculty of Naval Architecture and Ocean Engineering, Istanbul, Turkey

Puni tekst: engleski pdf 1.566 Kb

str. 145-167

preuzimanja: 517



The present paper focuses on the numerical investigation of the flow around the fully submerged 2D and 3D hydrofoils operating close to a free surface. Iterative boundary element method is implemented to predict the flow field. This study aims to investigate the aspect ratio effect on the free surface interactions and hydrodynamic performance of the hydrofoils under a free surface by using potential flow theory. Three different submergence depths and aspect ratios are studied in the wide range of Froude Numbers. In 3D cases, spanwise width of the numerical wave tank model is selected both equal and wider to the foil span, to observe the sidewall effects. Wave field seems to be two dimensional at low Froude numbers. On the other hand, signs of three dimensionalities are observed on the free surface structure for higher Fn, even the predicted wave elevations are very close to 2D calculations in the midsection. Increment in the Fn give a rise to the amplitude of the generated waves first, however a further increase in Fn has a lowering effect with the beginning of waves spill in the spanwise direction in the form of Kelvin waves. Free surface proximity and resultant wave field are also seeming to be linked with the lift force on the hydrofoil. As aspect ratio of the foil increase, 3D lift values are getting closer to those of 2D calculations. However, it is seen that, 3D BEM predictions of a hydrofoil under free surface effect cannot be considered two-dimensional even the aspect ratio is equal to 8.

Ključne riječi

submerged hydrofoil, free surface, aspect ratio, iterative boundary element method, potential flow, computational fluid dynamics

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