Effects of Harmonic Vibration on Cycloidal Rotor Performance

Jakson Augusto Léger Monteiro, José C. Páscoa
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引用次数: 1

Abstract

Cycloidal rotors have the inherent ability to provide vectorized thrust with fast reaction times. However, their present efficiency levels restricts their routinely use as propulsion elements for air-vehicles. Efforts have been made to improve the performance of cycloidal rotors through the optimal combination of its geometric parameters. In the present work the performance improvement of cycloidal rotors is demonstrated using a different approach, namely by imposing an unsteady change on the dynamics and structure of the vortices developed around the blades. This required change on the flow field, around the blades, was applied by adding an harmonic vibration to the traditional cycloidal movement of the blades, thus causing the blades to vibrate as they describe their oscillating pitch movement. This research on the effect of harmonic vibration, on lift and drag coefficients, was done first for a single blade profile, and later for a full cycloidal rotor, and is based on the Takens reconstruction theorem and Poincaré map. Therefore, diverse test cases and conditions were considered: a single static airfoil, an oscillating blade profile, and a complete cycloidal rotor. We concluded that the optimal combination of harmonic vibration parameters, specifically; amplitude, phase angle and vibration frequency, under adequately tuned design conditions, can have a beneficial effect on cycloidal rotor performance.
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谐波振动对摆线转子性能的影响
摆线转子具有固有的能力,提供矢量推力与快速反应时间。然而,它们目前的效率水平限制了它们作为飞行器推进元件的常规使用。通过对摆线转子几何参数的优化组合来提高摆线转子的性能。在本工作中,摆线转子的性能改进采用了一种不同的方法,即通过对叶片周围形成的涡的动力学和结构施加非定常变化来证明。这需要改变叶片周围的流场,通过在叶片的传统摆线运动中添加谐波振动来实现,从而导致叶片在描述其振荡节距运动时振动。本文基于Takens重构定理和poincarcarcars图,首先对单叶型和全摆线转子进行了谐波振动对升力和阻力系数影响的研究。因此,不同的测试案例和条件被考虑:一个单一的静态翼型,一个振荡叶片轮廓,和一个完整的摆线转子。得出谐波参数的最优组合,具体为;在适当调整的设计条件下,幅值、相位角和振动频率对摆线转子的性能都有有益的影响。
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