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基于多数专业风机数值模拟软件只可进行一阶波浪荷载计算这一缺点,文中将以AQWA为基础,利用其可进行二次开发的技术优势,通过实时调用风机气动荷载,实现海上TLP浮式风机分析。分析中,浮式风机平台一阶、二阶波浪荷载由AQWA计算,实时调用的气动荷载由动态链接库提供。该动态链接库主要包含了根据叶素动量定理自行编译的气动荷载计算程序。经过与FAST比较,得知该方法能满足分析需求。垂荡、纵摇力的二阶效应尤为明显。仅计算浮式风机平台波浪荷载时,可以不考虑风荷载的影响,但必须考虑平台运动的影响,波浪荷载主要受纵荡、纵摇运动影响,几乎不受垂荡运动的影响;当研究浮式风机平台运动时,必须考虑风荷载和二阶波浪荷载的影响,二阶波浪荷载使得平台响应在整个频率范围内都明显增大。张力筋腱张力受二阶波浪荷载的作用更明显。 相似文献
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针对张力腿系泊浮式风力机的基础运动,忽略柔性构件的影响,建立气动—水动—系泊非线性耦合运动方程。在运动控制方程中包含张力腿系泊系统的非线性回复刚度,桨距角控制以及浮式基础运动对空气动力载荷的影响。在波浪载荷的计算中考虑二阶波浪载荷的作用。采用随机频率相位角调制法生成畸形波波面时历,计算在畸形波作用下张力腿型浮式风力机的动力响应特性。数值模拟结果表明,在畸形波作用下,浮式基础的运动及空气动力性能均受到了显著的影响。其中浮式基础的纵荡和纵摇运动分别受二阶差频与和频波浪力的影响,而垂荡运动的增加则主要是受下沉运动的影响。在畸形波经过的时刻,风力机的功率系数迅速下降,水平方向的风载荷波动先减小,随后其数值急剧下降,而垂直方向的风载荷波动增大。 相似文献
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针对一种新型全潜式浮式风机,应用FAST软件建立风电机组-塔筒-浮式平台-系泊系统的时域耦合分析模型,研究其在不同风况下的动力响应。计算结果表明:风速对于该浮式风机的动力响应影响明显,浮式平台的纵荡、纵摇以及风机叶片根部弯矩与风机在不同风速下受到的推力相关,由于新型全潜式浮式风机垂荡方向刚度很大,风速变化对于其垂荡运动影响相对较小;各风况下,系泊缆始终处于张紧状态,新型全潜式浮式风机运动幅值较小,具有良好的运动性能。 相似文献
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浮式海上升压站的动力响应分析是其设计阶段的重要内容,对浮式升压站进行结构优化进而改进其水动力性能意义重大。提出一种基于状态空间模型的浮式海上升压站平台动力响应算法,该方法通过频域拟合的方法计算延迟函数频响函数有理分式的系数,得到延迟函数的极值和留数,进而构建延迟函数的状态空间模型,通过状态空间模型代替Cummins方程中的卷积项,从而计算浮式海上升压站的动力响应。采用日本福岛示范项目的浮式升压站模型对方法进行验证,结果表明计算得到的动力响应与商业软件SESAM计算结果吻合较好,说明方法的有效性。 相似文献
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浮式防波堤充分利用波能在水深方向的分布特性,在满足工程消浪要求的同时对海域水沙交换影响较小,且能够快速布置,在某些实际工程有一定应用前景。为了深入了解波浪作用下浮式防波堤的动力响应,基于OpenFOAM标准求解器olaFlow,在刚体运动求解计算中植入锚链求解模块MOODY(mooring cable dynamics),实现了基于重叠网格方法的浮体运动与锚链受力耦合求解,建立了锚链系泊浮式防波堤动力响应的二维数值模型。利用该数值模型对锚链系泊单方箱浮式防波堤在波浪作用下的透射系数、运动响应、锚链张力进行了模拟,并和相关试验结果进行了比较。结果表明,模型能够准确模拟二维波浪和浮式防波堤的相互作用,并用于三维模型的改进。 相似文献
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在频域中分别使用Rankine面元法和去奇点Rankine面元法（desingularized-Rankine panel method，简称DRPM）快速求解有航速船舶耐波性问题。使用两种不同的线性化方式：叠模流线性化法（double-body flow，简称DB）和均匀流线性化方法（Neumann-Kelvin，简称NK）计算了Wigley I、Wigley III和S175在有航速时船舶的水动力系数、波浪激励力和运动响应。两种线性化方法的计算结果与试验结果进行了比较，研究表明：使用Rankine面元法和去奇点Rankine面元法计算的结果相差不大，且与NK法相比使用DB法计算的结果和试验值更吻合，尤其是非对角线上交叉耦合水动力系数A35,B35,A53,B53的计算结果。运动响应对于边界条件线性化方式比较敏感，尤其是垂荡运动，在船共振频率附近，运动受到的影响最明显。 相似文献
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研究计入弹性变形铰接塔平台在深水中的非线性动力响应。将铰接塔平台简化为顶部具有集中质量,底部具有扭转线性弹簧约束的均匀弹性梁,考虑波浪对平台的作用,应用莫里森(Morison)公式计算铰接塔平台瞬时位置所受水动力,建立了铰接塔平台横向运动的偏微分方程,采用伽辽金方法计算波浪作用下铰接塔平台非线性动力响应。计算了铰接塔平台的固有频率和模态,得到了铰接塔平台不同频率波浪激励下各阶模态的动力响应。计算结果表明,在波浪激励下系统二阶模态将发生2、34、倍超谐共振运动,并且揭示了弹性铰接塔平台在波浪作用下振动的不对称性。 相似文献
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对于海上浮式风机而言,由于受到剪切风、塔影效应、浮式基础运动等因素的共同影响,其气动载荷会更加复杂,因此如何准确快速地对海上风力机的气动性能进行预估显得尤为重要。基于速度势的非定常面元法理论,研究海上浮式风机气动载荷特性,编制了相关的计算程序。以NREL 5 MW风机为例,建立了叶片和尾流的三维数值模型,计算得到了不同风速下风机的输出功率以及叶片表面的压力分布,对比数据结果分析了该方法的可靠性。针对非定常流动,模拟了剪切风和塔影效应的作用,并重点分析了浮式基础运动对风机气动载荷的影响。研究表明,浮式基础的纵荡和纵摇会增加输出功率的波动幅值,艏摇运动会导致单个叶片上的气动载荷产生较大的波动,为浮式风机叶片控制提供了参考。 相似文献
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Experiment Study of Dynamics Response for Wind Turbine System of Floating Foundation 总被引：1，自引：1，他引：0
The floating foundation is designed to support a 1.5 MW wind turbine in 30 m water depth. With consideration of the viscous damping of foundation and heave plates, the amplitude-frequency response characteristics of the foundation are studied. By taking into account the elastic effect of blades and tower, the classic quasi-steady blade-element/momentum (BEM) theory is used to calculate the aerodynamic elastic loads. A coupled dynamic model of the turbine-foundation- mooring lines is established to calculate the motion response of floating foundation under Kaimal wind spectrum and regular wave by using the FAST codes. The model experiment is carried out to test damping characteristics and natural motion behaviors of the wind turbine system. The dynamics response is tested by considering only waves and the joint action of wind and waves. It is shown that the wind turbine system can avoid resonances under the action of wind and waves. In addition, the heave motion of the floating foundation is induced by waves and the surge motion is induced by wind. The action of wind and waves is of significance for pitch. 相似文献
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半潜浮式风机逐渐在深海风电开发中受到关注,建立风机、平台与系泊结构耦合数值计算模型,通过FAST与AQWA链接进行风机塔基荷载及平台运动响应相互耦合传递,基于随机波与极限波组合模型生成畸形波时程序列,进行半潜浮式风机系泊失效全过程时域模拟计算分析,得出系泊锚链张力、风机、塔筒和平台运动时程响应,探究系泊失效、风机停机和叶片变桨速率对浮式风机平台系泊结构动力响应的影响。结果表明：畸形波作用下浮式平台和系泊结构动力响应显著,系泊失效导致塔基剪力增加,平台纵荡和纵摇运动响应显著增大;风机停机会引起系泊锚链张力显著减小,转子推力、塔基剪力和叶尖挥舞位移响应逐渐衰减,平台纵荡、纵摇和横摇运动响应显著减小;随着叶片变桨速率增加,风机转子推力和塔基剪力波动幅值增大。 相似文献
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Tension Leg Platform (TLP) is one of the concepts which shows promising results during initial studies to carry floating wind turbines. One of the concerns regarding tension leg platform wind turbines (TLPWTs) is the high natural frequencies of the structure that may be excited by nonlinear waves loads. Since Computational Fluid Dynamics (CFD) models are capable of capturing nonlinear wave loads, they can lead to better insight about this concern. In the current study, a CFD model based on immersed boundary method, in combination with a two-body structural model of TLPWT is developed to study wave induced responses of TLPWT in deep water. The results are compared with the results of a potential flow theory-finite element software, SIMO-RIFLEX (SR). First, the CFD based model is described and the potential flow theory based model is briefly introduced. Then, a grid sensitivity study is performed and free decay tests are simulated to determine the natural frequencies of different motion modes of the TLPWT. The responses of the TLPWT to regular waves are studied, and the effects of wave height are investigated. For the studied wave heights which vary from small to medium amplitude (wave height over wavelength less than 0.071), the results predicted by the CFD based model are generally in good agreement with the potential flow theory based model. The only considerable difference is the TLPWT mean surge motion which is predicted higher by the CFD model, possibly because of considering the nonlinear effects of the waves loads and applying these loads at the TLPWT instantaneous position in the CFD model. This difference does not considerably affect the important TLPWT design driving parameters such as tendons forces and tower base moment, since it only affects the mean dynamic position of TLPWT. In the current study, the incoming wave frequency is set such that third-harmonic wave frequency coincides with the first tower bending mode frequency. However, for the studied wave conditions a significant excitation of tower natural frequency is not observed. The high stiffness of tendons which results in linear pitch motion of TLPWT hull (less than 0.02 degrees) and tower (less than 0.25 degrees) can explain the limited excitement of the tower first bending mode. The good agreement between CFD and potential flow theory based results for small and medium amplitude waves gives confidence to the proposed CFD based model to be further used for hydrodynamic analysis of floating wind turbines in extreme ocean conditions. 相似文献
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自升式平台的转盘面相对井眼是固定不变的,而浮式平台受风浪潮涌等影响,相对井筒上下浮动,尤其是在钻具卡钻时超拉或钻具下压相当于平台载荷瞬间改变,平台会上下起伏,这样在超拉计算卡点时测量钻柱伸长量和实际卡点深度相差甚远。为了消除因平台上下浮动的影响,根据物理学原理详细阐述了浮式平台卡点深度超拉计算方法。此方法能较准确的计算出浮式平台卡钻时钻柱卡点,在计算卡点深度上有很好的借鉴意义。 相似文献
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Floating wind turbine has been the highlight in offshore wind industry lately. There has been great effort on developing highly sophisticated numerical model to better understand its hydrodynamic behaviour. A engineering-practical method to study the nonlinear wave effects on floating wind turbine has been recently developed. Based on the method established, the focus of this paper is to quantify the wave nonlinearity effect due to nonlinear wave kinematics by comparing the structural responses of floating wind turbine when exposed to irregular linear Airy wave and fully nonlinear wave. Critical responses and fatigue damage are studied in operational conditions and short-term extreme values are predicted in extreme conditions respectively. In the operational condition, wind effects are dominating the mean value and standard deviation of most responses except floater heave motion. The fatigue damage at the tower base is dominated by wind effects. The fatigue damage for the mooring line is more influenced by wind effects for conditions with small wave and wave effects for conditions with large wave. The wave nonlinearity effect becomes significant for surge and mooring line tension for large waves while floater heave, pitch motion, tower base bending moment and pontoon axial force are less sensitive to the nonlinear wave effect. In the extreme condition, linear wave theory underestimates wave elevation, floater surge motion and mooring line tension compared with fully nonlinear wave theory while quite close results are predicted for other responses. 相似文献
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《中国海洋工程》2021,(4)
In connection with the design of floating wind turbines, stochastic dynamic analysis is a critical task considering nonlinear wind and wave forces. To study the random structural responses of a newly designed submerged tension leg platform(STLP) wind turbine, a set of dynamic simulations and comparison analysis with the MIT/NREL TLP wind turbine are carried out. The signal filter method is used to evaluate the mean and standard deviations of the structural response. Furthermore, the extreme responses are estimated by using the mean upcrossing rate method. The fatigue damages for blade root, tower, and mooring line are also studied according to the simulated time-series. The results and comparison analysis show that the STLP gives small surge and pitch motions and mooring line tensions in operational sea states due to the small water-plane area. Additionally, in severe sea states, the STLP gives lower extreme values of platform pitch, slightly larger surge and heave motions and better towerbase and mooring line fatigue performances than those of the MIT/NREL TLP. It is found that the STLP wind turbine has good performances in structural responses and could be a potential type for exploiting the wind resources located in deep waters. 相似文献
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探讨SPAR平台在波流组合作用下的运动响应机理。运用Matlab程序分析了SPAR平台产生内共振的运动过程,运用刚体动力学理论建立了平台垂荡-纵摇耦合方程,对波流共同作用下Spar平台的垂荡、纵摇运动进行数值模拟,结果表明:流的加入对于内共振的影响并不明显;同时采用AQWA软件研究了流的加入对于纵荡二阶慢漂力的影响,研究发现,当波流同向时能大大增加Spar平台的纵荡运动,而波流反向时却能明显削弱纵荡运动。本文研究成果对于指导深海浮式结构设计开发具有一定的理论借鉴作用。 相似文献
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确定风暴潮淹没范围是风暴潮灾害损失评估工作的核心内容。为提高海洋灾害调查水平,全面掌握灾害影响情况和制定灾害应对措施,文章梳理确定风暴潮淹没范围的主要方式,即遥感和现场调查;重点介绍现场调查手段的4种确定方法,即通过淹没痕迹、漂浮物聚集位置、植被变化和现场询问确定,并分别提出调查结果的可靠性判定方法;以2018年第8号台风"玛莉亚"造成的风暴潮淹没影响为实例,综合采用查找淹没痕迹、查找漂浮物聚集位置和现场询问3种方法,确定牙城镇风暴潮的淹没范围约为91.7万m2。研究结果表明:与采用遥感手段确定淹没范围相比,现场调查结果更具准确性和科学性,可适用于小规模淹没范围的确定,相关方法可行有效。 相似文献
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A new approach to multibody dynamics is investigated by treating floating wind turbines as multibody systems. The system is considered as three rigid bodies: the tower, nacelle and rotor. Three large-amplitude rotational degrees of freedom (DOFs) of the tower are described by 1-2-3 sequence Euler angles. Translation of the entire system is described by Newton’s second Law applied to the center of mass (CM) of the system and transferred to 3 translational DOFs of the tower. Additionally, two prescribed DOFs governed by mechanical control, nacelle yaw and rotor spin, are combined with the 6 DOFs of the tower to formulate the 8-DOF equations of motion (EOMs) of the system. The CM of the system is generally time-varying and not constrained to any rigid body due to the arbitrary location of the CM of each body and relative mechanical motions among the bodies. The location of the CM being independent of any body is considered in both the solution to 3 translational DOFs and the calculation of angular momentum of each body for 3 rotational DOFs. The theorem of conservation of momentum is applied to the entire multibody system directly to solve 6 unknown DOFs. Motions computed using the six nonlinear EOMs are transformed to each body in a global coordinate system at every time-step for use in the computation of hydrodynamics, aerodynamics and restoring forcing, which preserves the nonlinearity between external excitation and structural dynamics. The new method is demonstrated by simulation of the motion of a highly compliant floating wind turbine. Results are verified by critical comparison with those of the popular wind turbine dynamics software FAST. 相似文献