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Effect of sudden change in free stream velocity on the wind turbine airfoil performance based on boundary element method

机译:基于边界元法的自由流速度突然变化对风力涡轮机翼型性能的影响

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In this study, the aerodynamic effects of sudden change in magnitude of incident velocity are investigated in detail for wind turbine airfoils. For this purpose, the unsteady panel method which is based on two-dimensional singularity approach has been developed. The model is first validated via using both the analytical functions and experimental data. The jump in free-stream velocity has been supposed to be applied in two different cases. The first is the airfoil at initially steady state and the second is the airfoil experiencing sinusoidal free-stream velocity. For both cases, the parametric study has been performed consequently investigating the effects of velocity difference magnitude, phase angle, airfoil characteristic and relative velocity oscillation amplitude. The response pattern of lift coefficient is shown to be a combination of three distinct behaviors: an initial jump, a secondary fall and a damped like envelope. The results showed that when the sudden velocity change is being applied on steady case, the time constant of recovery is finite and limited, while for the oscillatory case, the recovery time scale is considerably increased. Moreover, the local change in the normalized lift coefficient seems to be less than 0.3 for the steady case, while it can rise to 0.9 in dynamic oscillatory case. The magnitude of overshoot and undershoot has meaningful correlation with both relative velocity change and the initial phase in which the change occurs.
机译:在这项研究中,对风力涡轮机翼型进行了详细研究了入射速度幅度突然变化的空气动力学效应。为此目的,已经开发出基于二维奇异性方法的非稳定性面板方法。通过使用分析功能和实验数据首先验证该模型。自由流速度的跳跃已经在两个不同的情况下应用。首先是初始稳态处的翼型,第二是经历正弦自由流速度的翼型。对于这两种情况,已经进行了参数研究,从而研究了速度差异,相位角,翼型特性和相对速度振荡幅度的影响。升力系数的响应模式被示出为三个不同行为的组合:初始跳跃,二次跌落和潮湿的外壳。结果表明,当在稳定的情况下施加突然的速度变化时,恢复的时间常数是有限且有限的,而对于振荡的情况,恢复时间刻度显着增加。此外,对于稳定情况,归一化升力系数的局部变化似乎小于0.3,而动态振荡壳体可以升高到0.9。过冲和下冲的幅度与相对速度变化和变化发生的初始阶段具有有意义的相关性。

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