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作 者:Hui Liang Xiaobo Chen
机构地区:[1]Deepwater Technology Research Centre(DTRC),Bureau Veritas,Singapore [2]College of Shipbuilding Engineering,Harbin Engineering University,Harbin 150001,China
出 处:《Journal of Hydrodynamics》2017年第5期825-830,共6页水动力学研究与进展B辑(英文版)
摘 要:Ship wave pattern is a fascinating research topic in the fields of marine hydrodynamics and water waves. Within the pure-gravity wave theory, the ship wave pattern composed of transverse waves and divergent waves appearing on the downstream is confined within a sector symmetrical about the ship track with a half-angle 19°28'. However, when the surface tension is accounted for, the wave pattern is greatly modified especially at a low translating speed. Besides the minimum speed of capillary waves c_(min)= 0.23 m/s below which waves cannot be generated, there is another critical speed c_(div)= 0.45 m/s associated with the disappearance of divergent waves. In the present paper, the wave patterns created by a steadily translating source are studied, and they are examined with the crestlines obtained from the asymptotic analysis.Ship wave pattern is a fascinating research topic in the fields of marine hydrodynamics and water waves. Within the pure-gravity wave theory, the ship wave pattern composed of transverse waves and divergent waves appearing on the downstream is confined within a sector symmetrical about the ship track with a half-angle 19°28'. However, when the surface tension is accounted for, the wave pattern is greatly modified especially at a low translating speed. Besides the minimum speed of capillary waves c_(min)= 0.23 m/s below which waves cannot be generated, there is another critical speed c_(div)= 0.45 m/s associated with the disappearance of divergent waves. In the present paper, the wave patterns created by a steadily translating source are studied, and they are examined with the crestlines obtained from the asymptotic analysis.
关 键 词:Ship waves wave pattern gravity-dominant waves capillarity-dominant waves
分 类 号:P731.22[天文地球—海洋科学] TV139.2[水利工程—水力学及河流动力学]
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