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Power output analysis and optimization of two straight-bladed vertical-axis wind turbines

机译:两台直叶垂直轴风力发电机的功率输出分析和优化

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The power output of two straight-bladed vertical-axis wind turbines is simulated using computational fluid dynamics (CFD) as well as analyzed and optimized using the Taguchi method. Five operating factors of incoming flow angle (13), tip speed ratio (lambda), turbine spacing (S/d), rotational direction (RD), and blade angle (4)) along with four levels are taken into consideration to account for their influences on the performance of the dual turbine system. An orthogonal array of L-16 (45) is designed. The profile of extent indicates that the factors 2,, and play crucial roles in determining power output, whereas the factor phi almost plays no part on the power output. The influence strength order of each factor is featured by lambda > beta > RD > S/d > phi. Furthermore, the analysis of the signal-to-noise (S/N) ratio suggests that the combination of the five factors for maximizing the power output of the system is located at lambda = 2, beta = 120, (clockwise, counterclockwise), S/d =3, and phi = 0 degrees. With this operation, flow velocity in three regions beyond, below, and between the two turbines is enhanced from their interaction, whereas it drops drastically in the wake regions. Compared to the single wind turbine operated at lambda = 2 along with the same wind speed (=8 m s(-1)) and counterclockwise rotation, the mean power coefficient (C-p, (average)) of the dual turbine system operated at the optimal combination is enlarged by 9.97%. (C) 2016 Elsevier Ltd. All rights reserved.
机译:使用计算流体动力学(CFD)对两个直叶片垂直轴风力涡轮机的功率输出进行仿真,并使用Taguchi方法对其进行分析和优化。考虑了进水角(13),叶尖速比(lambda),涡轮间距(S / d),旋转方向(RD)和叶片角(4))的五个操作因素以及四个级别来考虑它们对双涡轮系统性能的影响。设计了L-16(45)的正交阵列。范围的分布表明,因子2在决定功率输出中起关键作用,而因子phi在功率输出中几乎不起作用。每个因素的影响强度顺序以λ> beta> RD> S / d> phi为特征。此外,对信噪比(S / N)的分析表明,用于最大化系统功率输出的五个因素的组合位于lambda = 2,beta = 120(顺时针,逆时针), S / d = 3,phi = 0度。通过该操作,两个涡轮机之外,之下以及之间的三个区域中的流速由于它们的相互作用而得到增强,而在尾流区域则急剧下降。与在相同风速(= 8 ms(-1))和逆时针旋转的情况下以lambda = 2运行的单台风力涡轮机相比,以最佳状态运行的双涡轮机系统的平均功率系数(Cp,(平均值))组合增加了9.97%。 (C)2016 Elsevier Ltd.保留所有权利。

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