Ships Bottom Cavities as Shock Absorbers in Waves
Eduard Amromin
Journal of Marine Science and Application ›› 2018, Vol. 17 ›› Issue (2) : 173 -177.
Ships Bottom Cavities as Shock Absorbers in Waves
Bottom ventilated cavitation is the successfully proven ship drag reduction technology, but the impact of sea waves on ships with bottom cavities is the substantial concern for a broad technology implementation. The influence of waves on vertical force experienced by such ships is analyzed in this paper using a perturbation technique. The unperturbed cavity shape at given Froude number and cavity length was found from a nonlinear steady ideal fluid problem. The ship response to an impact of a wave of the given length and amplitude is considered as the one-frequency perturbation. This perturbation was found by combined consideration of compressible flow in the cavity and incompressible flow in the surrounding water. Computational examples relate to an earlier tested model with the bottom cavity restricted by skegs. The vertical forces on the model with bottom cavities and in cavitation-free conditions were compared in head and following seas. It was found that within the major part of the consider range of wavelengths the cavity acts as a shock absorber significantly reducing the vertical force pulsation and ship acceleration in waves.
Ship bottom cavitation / Wavy seas / Mitigation of force pulsation / Vertical acceleration
| [1] |
Allenstorm B, Leer-Andersen M (2010) Model tests with air lubrication. Proceedings of the International Conference on Ship Drag Reduction, Istanbul |
| [2] |
Amromin EL (2007) Design of bodies with drag reduction by partial cavitation as an inverse ill-posed problem for velocity potential. Proceedings of the International Conference in Numerical Ship Hydrodynamics. Ann Arbor 3:317–328 |
| [3] |
|
| [4] |
|
| [5] |
|
| [6] |
Amromin EL, Gorbachev YN (2015) Technologies of ship resistance reduction. In: Dern J-C, Quenez J-M, Wilson F (ed) Compendium on ship hydrodynamics. ENSTA, Paris, pp 79–105 |
| [7] |
|
| [8] |
|
| [9] |
|
| [10] |
|
| [11] |
|
| [12] |
|
| [13] |
Butuzov AA, Gorbachev YN, Ivanov AN, Kaluznny VG, Pavlenko AN (1990) Ship drag reduction by artificial gas cavities. Sudostroenie (11):3–6 (in Russian) |
| [14] |
Choi J-K, Chahine GL (2010) Numerical study on the behavior of air layers used for drag reduction. Proceedings of 28th Symposium on Naval Hydrodynamics, Passadina |
| [15] |
|
| [16] |
Foeth EJ (2008) Decreasing of frictional resistance by air lubrication. Proceedings of 20 Int. Hiswa Symposium on Yacht Design and Yacht Construction, Amsterdam |
| [17] |
Garo R, Datla R, Imas L (2012) Numerical Simulation of Planing Hull Hydrodynamics. 3rd Chesapeake power boat symposium, Annapolis |
| [18] |
Gorbachev YN, Amromin EL (2012) Ship drag reduction by ventilation from Laval to near future: challenges and successes. Proceedings of 2012 session of Association Technique Maritime et Aéronautique, Paris |
| [19] |
Gorbachev YN, Sverchkov AV, Galushina MV (2015) Propulsion of displacement ships with the single bottom cavities. Sudostroenie (1):17–23 (in Russian) |
| [20] |
|
| [21] |
|
| [22] |
|
| [23] |
Sverchkov AV (2005) Prospects of artificial cavities in resistance reduction for planning catamarans with asymmetric demihulls. Proceedings of the International Conference on Fast Sea Transport FAST’2005, St. Petersburg |
| [24] |
Sverchkov AV (2010) Application of air cavities on high-speed ships in Russia. Proceedings of the International Conference on Ship Drag Reduction, Istanbul |
| [25] |
|
| [26] |
Zabreyko PP, Koshelev AI, Krasnosel’skii MA, Mikhlin SG, Rakovshik LS, Stet’senko VY (1975) Integral equations—a reference text. Noordhoff International Publishing, Leyden |
| [27] |
Zverkhovski O, van Terwisga T, Guning M, Westerwell J, Delfos R (2014) Experimental study on drag reduction by air cavities on a ship model. Proceedings of 30th Symposium on Naval Hydrodynamics, Tasmania |
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| 〈 |
|
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