首页> 外文会议>ASME International Offshore Wind Technical Conference >INVESTIGATION OF NONLINEAR DIFFERENCE-FREQUENCY WAVE EXCITATION ON A SEMISUBMERSIBLE OFFSHORE-WIND PLATFORM WITH BICHROMATIC-WAVE CFD SIMULATIONS
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INVESTIGATION OF NONLINEAR DIFFERENCE-FREQUENCY WAVE EXCITATION ON A SEMISUBMERSIBLE OFFSHORE-WIND PLATFORM WITH BICHROMATIC-WAVE CFD SIMULATIONS

机译:具有双层波CFD模拟的半肥可海上风平台上的非线性差频波激励的研究

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The natural surge and pitch frequencies of semisubmersible offshore wind platforms are typically designed to be below the wave frequencies to avoid direct excitation. However, surge or pitch resonance can be excited by the nonlinear low-frequency loads generated by irregular incident waves. Second-order potential-flow models with added Morison drag have been found to underpredict this low-frequency excitation and response. As part of the OC6 project, the authors performed computational fluid dynamics (CFD) simulations to enable a better understanding of the low-frequency loads and the limitations of lower-fidelity models. The focus of this paper is to set up a computationally cost-effective CFD simulation of a fixed semisubmersible platform to investigate nonlinear difference-frequency loads and establish the corresponding uncertainty in the results. Because of the high computing cost, CFD simulations of irregular waves can be challenging. Instead, simulations were performed with bichromatic waves having a shorter repeat period. A preliminary comparison with quadratic transfer functions from second-order potential-flow theory shows that CFD models consistently predict higher nonlinear wave loads at the difference frequency, likely because of flow separation and viscous drag not accounted for in potential-flow theory.
机译:半熟的海上风平台的天然浪涌和俯仰频率通常被设计为低于波浪频率,以避免直接激励。然而,可以通过不规则的入射波产生的非线性低频负载激发浪涌或俯仰共振。已经发现二阶潜在流模型,并发现了添加了莫里斯拖曳的欠款这种低频激励和响应。作为OC6项目的一部分,作者执行了计算流体动力学(CFD)模拟,以便更好地理解低频负载和低保真模型的限制。本文的重点是建立一个固定的半熟平台的计算成本效益的CFD模拟,以研究非线性差频载荷,并在结果中建立相应的不确定性。由于计算成本高,CFD模拟的不规则波模拟可能具有挑战性。相反,使用具有较短重复时段的双象波进行模拟。与二阶电流理论的二次传递函数的初步比较表明,CFD模型始终预测差频以差频的较高的非线性波载荷,可能因为在潜在流动理论中不占缺陷的粘性拖动。

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