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SIMULATION AND PREDICTION OF LOADS IN MARINE CURRENT TURBINE FULL-SCALE ROTOR BLADES

机译:海洋现行涡轮全尺寸转子叶片载荷的模拟和预测

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摘要

The paper presents an analysis for predicting the torque, thrust, and bending moments at the root of rotor blades in a horizontal axis marine current turbine using the blade element-momentum theory combined with linear wave theory. The measured current velocities taken near the core of the Florida Current offshore Fort- Lauderdale, Florida are used in the evaluation of the loads on the rotor blades. The periodic loading on the blade due to the steady spatial variation of current speeds over the rotor swept area is determined by a limited number of parameters, including tip-speed ratio, Reynolds number, lift and drag coefficients, thrust and torque coefficients, and power coefficient. In the simulation modeling, numerical calculations are carried out for every time step on the assumption of quasi-steady flow. Lift and drag coefficients are calculated as function of incident angles taking into account the 3D effects. The results from this study include simulated thrust and torque when rotor operates in calm water and waves. The variation in the thrust and torque is predicted for certain parameters including wave height and wave frequency. The thrust and torque are evaluated by varying both the rotor's rotational speed and current speed. It has been found both thrust and torque increase as the current speed increases, and in longer waves the torque is relatively sensitive to the variation of wave height. Both in-plane and out-of-plane bending moments fluctuate significantly and can be predicted by linear wave theory with blade element-momentum theory.
机译:本文提出了一种利用叶片单元动量理论与线性波理论相结合的方法来预测水平轴船用水轮机转子叶片根部的转矩,推力和弯矩的分析方法。在佛罗里达佛罗里达州劳德代尔堡近海中心附近获取的测得的流速用于评估转子叶片上的负载。由于转子扫掠区域上当前速度的稳定空间变化,叶片上的周期性载荷由有限的参数确定,这些参数包括叶尖速比,雷诺数,升力和阻力系数,推力和扭矩系数以及功率系数。在模拟建模中,假设准稳态流,每个时间步均进行数值计算。考虑到3D效果,将升力和阻力系数作为入射角的函数进行计算。这项研究的结果包括当转子在平静的水面和波浪中运行时的模拟推力和转矩。对于某些参数(包括波高和波频率),可以预测推力和扭矩的变化。通过改变转子的旋转速度和当前速度来评估推力和转矩。已经发现,推力和扭矩都随着当前速度的增加而增加,并且在更长的波浪中,扭矩对波浪高度的变化相对敏感。平面内和平面外弯矩都波动很大,并且可以通过线性波理论和叶片单元动量理论进行预测。

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