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Bilge keel load and hull pressure distribution on a rolling ship section with a high-order fractional step finite volume solver

机译:带高阶分数阶有限体积求解器的滚动船段舱底龙骨载荷和船体压力分布

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摘要

Bilge keel load and hull pressure distribution are investigated. For this purpose, harmonic excited rolls of the mid-section of a KVLCC2 fitted with one bilge keel are simulated by means of a high-order fractional step finite volume solver. Fourier analysis is employed to derive drag and inertia coefficients in Morison equation and the corresponding higher harmonic terms from bilge keel load. The calculated drag and inertia coefficients as well as positive and negative pressure coefficients are validated with some published numerical and experimental results. Influence of the roll amplitude and circular frequency, height and thickness of the bilge keel, and draught is presented. In results, drag and inertia coefficients is solely determined by KC number. Effect of draught, circular frequency and thickness of bilge keel is minuscule and negligible. Bilge keel load shows pronounced nonlinearity, which reveals the importance of the higher harmonic terms. Besides, drag coefficient and jump of the pressure coefficient satisfy the relationship assumed by Ikeda et al. (1977a). Positive pressure coefficient in front of bilge keel is KC-dependent at low KC number especially when KC < 6. The empirical method underestimates the positive pressure at low KC number and overestimates the negative pressure.
机译:研究了舱底龙骨载荷和船体压力分布。为此,通过高阶分数阶有限体积求解器模拟了装有一个舱底龙骨的KVLCC2中段的谐波激励辊。利用傅里叶分析从舱底龙骨载荷中得出莫里森方程中的阻力系数和惯性系数以及相应的高次谐波项。通过一些公开的数值和实验结果验证了计算出的阻力系数和惯性系数以及正负压力系数。提出了横摆幅值和圆周频率,舱底龙骨的高度和厚度以及吃水深度的影响。结果,阻力系数和惯性系数仅由KC数确定。进水,圆形频率和舱底龙骨厚度的影响很小,可以忽略不计。舱底龙骨载荷显示出明显的非线性,这表明了高次谐波项的重要性。此外,阻力系数和压力系数的跳跃满足了池田等人的假设关系。 (1977a)。在低KC值时,尤其是在KC <6时,舱底龙骨前部的正压力系数取决于KC。经验方法会低估KC值时的正压力,而高估了负压力。

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