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NONLINEAR INSTABILITIES OF SPAR PLATFORMS IN WAVES

机译:波浪中SPAR平台的非线性不稳定性

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Spars arc widely recognized as an excellent choice for deep water applications due to their hydrodynamic characteristics. However, some relatively recent works report the occurrence of large motions in the plane perpendicular to wave incidence direction, i.e., not directly excited by waves. These unstable motions have been attributed to Mathieu instabilities, caused by pure hydrostatic variations of the underwater hull geometry. Based on a new approach developed by the Authors for predicting parametric rolling in ships, this nonlinear phenomenon has been investigated for spar platforms. The proposed approach demonstrates analytical and numerically that unstable motions, in fact, may appear, but the mechanism that triggers parametric rolling is not related to variations in the hull hydrostatic characteristics. Nonlinear pressure variations induced by waves passing along the spar introduce parametric excitation. Different from typical ship forms, where this effect is negligible even in very long waves due to shorter draughts, in spars, this excitation can be significant, especially for very long waves. The present paper presents the analytical expressions for roll parametric excitation in spars and numerically explores the proposed approach applied to a typical spar under a wide range of wave heights and periods. Parametric Amplification Domains (PADs) were numerically computed, showing not only the boundaries of the instability regions but also the maximum roll amplitudes.
机译:由于稀疏的水动力特性,稀疏弧被广泛认为是深水应用的绝佳选择。然而,一些相对较新的作品报道了在垂直于波入射方向的平面中发生了大的运动,即没有被波直接激发。这些不稳定的运动归因于Mathieu的不稳定性,这是由水下船体几何结构的纯静压变化引起的。基于作者开发的用于预测船舶参数化滚动的新方法,已经针对翼梁平台研究了这种非线性现象。所提出的方法通过分析和数值证明,实际上可能会出现不稳定的运动,但是触发参数滚动的机制与船体静液压特性的变化无关。沿翼梁通过的波引起的非线性压力变化会引入参量激励。与典型的船型不同,在稀疏的情况下,即使在很长的波浪中,由于较短的吃水,这种影响也可以忽略不计,这种激励非常重要,尤其是对于非常长的波浪。本文介绍了稀疏杆中侧倾参量激励的解析表达式,并在数值上探索了在宽范围的波高和周期下应用于典型翼梁的拟议方法。对数值放大域(PAD)进行了数值计算,不仅显示了不稳定区域的边界,而且还显示了最大侧倾幅度。

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