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The influence of gyroscopic effects on dynamic responses of floating offshore wind turbines in idling and operational conditions

机译:陀螺效应对怠速近海风力涡轮机动态响应的影响及运行条件

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The present paper investigates the significance of gyroscopic effects on responses of floating offshore wind turbines (FOWTs). A 17-degree-of-freedom (DOF) FOWT model is rigorously developed using the Euler-Lagrange approach. Based on rational approximation of the radiation loads, an extended state-space formulation is then established for the coupled mechanical-hydro-dynamic-controller system, enabling very efficient time-domain simulations. Different strategies for deriving linear system equations of motion (EOMs) within the Euler-Lagrange framework are evaluated, with the focus of highlighting the correct procedure for capturing the full gyroscopic couplings in linear EOMs. Monte Carlo simulations are performed on three scenarios, i.e. no aerodynamics, idling FOWTs and operational FOWTs. It is observed that gyroscopic couplings significantly influence the tower torsion (and possibly foundation yaw depending on the foundation type) of FOWTs without aerodynamic loads, and the spar-type FOWT is most sensitive to gyroscopic effects among the three concepts considered (although the TLP can be similarly sensitive). The aerodynamic loads are the dominating loads for both idling and operational FOWTs, and the gyroscopic effect becomes less significant although it still plays a more important role in operational FOWTs than idling FOWTs. Excluding the gyroscopic effect leads to non-negligible overestimation of the tower torsion of the operational FOWT. This study unfolds the correct derivation procedure, the mathematical formulas, the physical mechanism and the influence/significance regarding the gyroscopic effects in FOWTs, which also acts as a useful guideline for developing in-house reduced-order FOWT models.
机译:本文研究了陀螺效应对浮动海上风力涡轮机(家畜)的反应的重要性。使用欧拉拉格兰朗法方法严格开发17自由度(DOF)家禽模型。基于辐射载荷的合理近似,然后为耦合的机械 - 水动态控制器系统建立延伸的状态空间配方,从而实现了非常有效的时域模拟。评估用于在欧拉拉格朗框架内推导线性系统方程的不同策略(EOMS-Lagrange框架内的线性系统方程,重点突出显示线性EOM中的全陀螺耦合的正确过程。 Monte Carlo模拟是关于三种情况进行的,即没有空气动力学,怠速家庭和运营家庭。观察到陀螺仪联轴器显着影响塔扭转(且可能的基础偏航取决于基于基础型)的家禽,没有空气动力学载荷,并且翼梁型母鸡对所考虑的三个概念之间的陀螺效应最敏感(尽管TLP可以同样敏感)。空气动力学载荷是怠速和操作家庭的主导负载,但陀螺效果变得不太重要,尽管它仍然在操作家庭中起比怠速的发条更重要的作用。不包括陀螺仪的效果导致操作家禽的塔扭转的不可忽略的高度估伏。本研究展开了对家畜陀螺效应的正确推导过程,数学公式,物理机制和影响/意义,这也起到了在内部减少秩序模型开发的有用指导。

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    《Oceanographic Literature Review》 |2021年第5期|1162-1162|共1页
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