浅水船舶水动力质量和横摇周期的测定

Larissa Jannsen, S. Krüger
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摘要

近年来,由于船舶尺寸的迅速增大,船舶的实际水深与船舶的耐波性问题的关系越来越密切。例如,频繁使用的TSS Terschelling - German Bight航线是大型船只的浅水航线,现在受到龙骨间隙减少的影响。许多浅水深度区也出现在沿海地区或内陆海。如果船舶在浅水海况下航行,水动力与深水海况相比会发生变化,这对于进一步的航道计算是必不可少的。此外,一个粗略但简单的估算入海航道的方法是滚动周期。在计算滚动周期时应考虑浅水效应,从而预测可控制或危险的航道情况。本文介绍了在现有的二维面板代码中实现浅水效果。利用该面板代码,基于频域势理论计算了船体框架的水动力,这是一种在设计初期得到验证的方法。面板规范是船舶设计环境E4的一部分,该环境正在由船舶设计和船舶安全研究所等机构开发。用扩展的方法也可以计算浅水中所有自由度的水动力。因此,将帧运动转换为全局船舶运动。此外,对于早期设计阶段的使用,计算既要快速又要准确。因此,利用惯性测量单元进行了满量程测量,验证了计算结果。
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Determination of Hydrodynamic Masses and Roll Periods of Ships in Shallow Water
Due to the fast increase of the vessels’ size over the past few years the actual water depth is becoming more and more relevant for seakeeping problems. The highly frequented sea route TSS Terschelling – German Bight for example is a shallow water route for large vessels which are now affected by the reduced keel clearance. Many shallow water depth areas occur also in coastal areas or inland seas. If a vessel is travelling in shallow water sea states, the hydrodynamic forces will change compared to deep water sea states and they are essential for further seaway calculations. Furthermore, a rough but easy evaluation of the incoming seaway is the roll period. Shallow water effects should be taken into account for calculating roll periods and thereby predicting a manageable or risky seaway situation. This paper presents the implementation of shallow water effects into an existing 2D panel code. With this panel code the hydrodynamic forces for the vessel’s frames are calculated based on the potential theory in the frequency domain, which is a validated approach in the early design stage. The panel code is part of the ship design environment E4 which is being developed by the Institute of Ship Design and Ship Safety, among others. With the expanded method it is possible to calculate hydrodynamic forces also in shallow water in all degrees of freedom. Therefore, the frame motions are converted to global ship motions. Furthermore, for the usage in the early design stage the calculations should be fast but also accurate. The obtained calculation results are therefore validated with full scale measurement using Inertial-Measurement-Units.
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