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Research of the Nonlinear Wake Model of HAWT

机译:HAWT的非线性唤醒模型研究

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In the existing linear wake (cylindrical surface) model of horizontal axis wind turbines, the rotor was taken as the actuator-disc composed of infinite blades with infinitesimal chords. The distribution of variable circulation along blade was not taken into account and the span-wise (or radial) component of induced velocity is totally ignored. And assumed that the all trailing vortex filament shed from blade trailing edge would locate on their own cylindrical stream-surface. This aerodynamic model for determination of wake configuration is obviously different from that actually observed wake in wind tunnel experiment. Therefore, a "nonlinear" wake model was proposed, in this model the wake vortex system was divided into the central vortex along rotor axis, the bound vortex along blade axis, the wake vortex sheets shed from blade trailing edge and extent into infinity behind the rotor. Then, on the basis of potential theory in fluid mechanics a set of integral equations for evaluation of induced velocity in wake were derived with Biot-Savart's formula.
机译:在水平轴风力涡轮机的现有线性尾部(圆柱形表面)模型中,转子被用作由具有无限曲线的无限叶片组成的致动器盘。不考虑沿叶片的可变循环的分布,并且完全忽略诱导速度的跨度(或径向)组分。并假设从刀片后边缘的所有尾随涡旋灯罩定位在其自己的圆柱形流表面上。这种用于测定唤醒配置的空气动力学模型显然是与风洞实验中实际观察到的唤醒显而易见的。因此,提出了“非线性”唤醒模型,在该模型中,将爪涡系系统沿转子轴分为中心涡流,沿叶片轴的绑定涡流,从刀片后边缘和范围到无穷大的叶片旋转。转子。然后,基于流体力学中的潜在理论,通过Biot-Savart的公式衍生出一种用于评估诱导速度的一组积分方程。

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