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AERODYNAMIC DESIGN FOR WIND-LENS TURBINE USING OPTIMIZATION TECHNIQUE

机译:基于优化技术的风镜涡轮气动设计

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An optimum aerodynamic design method has been developed for the new type of wind turbine called "wind-lens turbine". The wind-lens turbine has a diffuser with brim called "wind-lens", by which the wind concentration on the turbine rotor and the significant enhancement of the turbine output can be achieved. The present design method is based on a genetic algorithm (GA) and a quasi-three-dimensional design of turbine rotor. The quasi-three-dimensional design consists of two parts: meridional viscous flow calculation and two-dimensional blade element design. In the meridional viscous flow calculation, an axisymmetric viscous flow is numerically analyzed on a meridional plane to determine the wind flow rate through the wind-lens and the spanwise distribution of the rotor inlet flow. In the two-dimensional rotor blade element design, the turbine rotor blade profile is determined by a one-dimensional through flow modeling for the wind-lens turbine and a two-dimensional blade element theory based on the momentum theorem of the ducted turbine. In the present optimization method, the Non-dominated Sorting Genetic Algorithm Ⅱ (NSGA-Ⅱ) is used as evaluation and selection model. The Real-coded Ensemble Crossover (REX) is used as crossover model. The present aerodynamic design method has been applied to the coupled design of turbine rotor and wind-lens. Total performances and flow fields of the wind-lens turbines designed have been investigated by Reynolds averaged Navier-Stokes simulations, in order to verify the present design method.
机译:已经为称为“风镜涡轮”的新型风力涡轮机开发了一种最佳的空气动力学设计方法。风镜式涡轮机具有带有称为“风镜”的边缘的扩散器,通过该扩散器可以实现风在涡轮机转子上的集中以及涡轮机输出的显着提高。本设计方法基于遗传算法(GA)和涡轮转子的准三维设计。准三维设计由两部分组成:子午粘性流计算和二维叶片单元设计。在子午粘性流计算中,在子午面上对轴对称粘性流进行了数值分析,以确定通过风镜的风量以及转子进气流的翼展方向分布。在二维转子叶片元件设计中,涡轮机转子叶片轮廓是通过风镜涡轮机的一维通流建模和基于管道式涡轮机动量定理的二维叶片元件理论确定的。在当前的优化方法中,以非支配排序遗传算法Ⅱ(NSGA-Ⅱ)作为评价和选择模型。实编码集成交叉(REX)用作交叉模型。目前的空气动力学设计方法已经应用于涡轮转子和风镜的耦合设计。为了验证本设计方法,已通过雷诺平均Navier-Stokes模拟研究了设计的风镜涡轮机的总体性能和流场。

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