光滑非线性框架转子-机舱系统旋涡颤振的稳定性及动力学分析

C. Mair, D. Rezgui, B. Titurus
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引用次数: 1

摘要

旋涡颤振是一种影响螺旋桨/旋翼飞机的气动弹性不稳定性。倾转旋翼机的旋翼叶片又长又灵活,因此特别容易受到影响。众所周知,旋涡颤振会摧毁飞机,在最好的情况下,它会造成疲劳危险。随着非线性因素的加入,旋涡颤振分析的复杂性显著增加,这是由于其产生的更复杂的动力学行为。现有文献中旋涡颤振稳定性分析大多以线性理论为基础,无法充分发现非线性效应。延拓和分岔方法(CBM)可以用来充分理解和分析非线性存在的影响。以往基于cbm的非线性框架轮毂转子-机舱模型,即倾转旋翼机模型,能够在线性分析宣布为安全的参数区域内进行旋涡颤振。此外,还发现它们具有复杂的行为,包括极限环振荡、准周期行为甚至混沌,尽管这些行为的旋涡颤振含义尚未得到探讨。本文研究了平滑结构非线性对基本框架转子-机舱模型的旋涡颤振稳定性的影响,并与基线线性刚度模型进行了比较。从现有文献中采用了一种具有准稳态空气动力学的9自由度模型,该模型具有灵活的机翼和叶片,可以在扑动和前置滞后运动中循环和集体运动,产生类似框架襟翼的行为。在叶片扑动刚度中引入光滑刚度非线性,并利用CBM方法求解非线性产生的新的旋涡扑动行为。时间模拟、庞加莱剖面和光谱分析随后被用来研究发现的各种行为。这反过来又允许向倾转旋翼设计者提出有关优选和/或危险参数组合使用的建议。
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Stability and dynamical analysis of whirl flutter in a gimballed rotor-nacelle system with a smooth nonlinearity
Abstract Whirl flutter is an aeroelastic instability that affects aircraft with propellers/rotors. With their long and flexible rotor blades, tiltrotor aircraft are particularly susceptible. Whirl flutter is known to have destroyed aircraft and in the best case it constitutes a fatigue hazard. The complexity of whirl flutter analysis increases significantly with the addition of nonlinearities, due to the more complex dynamical behaviours that emerge as a result. Most whirl flutter stability analyses in current literature are grounded in linear theory, preventing the full discovery of the nonlinearities’ effects. Continuation and bifurcation methods (CBM) may instead be used to fully appreciate and analyse the effects of the presence of nonlinearities. Previous CBM-based work on nonlinear gimballed hub rotor-nacelle models, representing those found on tiltrotor aircraft, are capable of whirl flutter in parametric regions declared safe by linear analysis. Furthermore, it was found that they are capable of complex behaviours including limit cycle oscillations, quasi-periodic behaviour and even chaos, though the whirl flutter implications of such behaviours has not been explored. This paper investigates the impact of a smooth structural nonlinearity on the whirl flutter stability of a basic gimballed rotor-nacelle model, compared to its baseline linear stiffness version. A 9-DoF model with quasi-steady aerodynamics, a flexible wing and blades that can move both cyclically and collectively in both flapping and lead-lag motions, producing gimbal flap-like behaviour, was adopted from existing literature. A smooth stiffness nonlinearity was introduced in the blade flapping stiffness and CBM was used to find the new whirl flutter behaviours created by the presence of the nonlinearity. Time simulations, Poincaré sections and spectral analysis were then used to investigate the various behaviours found. This in turn allowed recommendations to be made concerning preferable and/or hazardous parameter combinations of use to the tiltrotor designer.
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