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ESTIMATION OF HANDLING QUALITY PARAMETERS OF A ROTORCRAFT USING OPEN-LOOP LINEARIZED AND NONLINEAR FLIGHT DYNAMIC MODELS

机译:基于开环线性化和非线性飞行动力学模型的转轮操纵质量参数估计

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Flight dynamic analysis and estimation of handling quality parameters have become important aspects in the design and development of helicopters. This paper presents a detailed analysis of the procedure for estimating the handling quality parameters such as quickness parameter, bandwidth and phase delay. The flight dynamic model used in this study considers rigid flap model for blade structural dynamics, three states dynamic inflow for inflow calculation and modified ONERA dynamic stall model for sectional aerodynamic loads calculation. The applicability of open loop linearized (uncoupled, and coupled) and nonlinear flight dynamic models in estimating the handling quality parameters is studied. For linearized models, only pulse input is used, whereas in the nonlinear model, two different types of input, namely pulse and step inputs, are used to estimate the attitude quickness parameters. The bandwidth and phase delay are calculated from the frequency responses of helicopter attitude in pitch and roll axes, which are obtained from the time response of nonlinear flight dynamic model for the harmonic excitation of cyclic pitch input. The results show that the attitude quickness parameter depends on the duration of input pulse and the nonlinear open system provides attitude quickness parameter which is different from that of the linearised system. In addition, it is noted that linearized flight dynamic models (8×8) cannot be used for bandwidth-phase delay calculations, due to their lower order nature.
机译:飞行动力学分析和操纵质量参数的估计已成为直升机设计和开发中的重要方面。本文对估计处理质量参数(如速度参数,带宽和相位延迟)的过程进行了详细分析。本研究中使用的飞行动力学模型考虑了用于叶片结构动力学的刚性襟翼模型,用于入流计算的三态动态入流以及用于截面气动载荷计算的改进的ONERA动态失速模型。研究了开环线性化(非耦合和耦合)和非线性飞行动力学模型在估计操纵质量参数中的适用性。对于线性模型,仅使用脉冲输入,而在非线性模型中,使用两种不同类型的输入(即脉冲和阶跃输入)来估计姿态速度参数。带宽和相位延迟是根据直升机姿态在俯仰和横摇轴上的频率响应计算的,这些频率响应是从用于周期性俯仰输入的谐波激励的非线性飞行动力学模型的时间响应获得的。结果表明,姿态速度参数取决于输入脉冲的持续时间,非线性开放系统提供的姿态速度参数与线性系统的姿态速度参数不同。此外,请注意,线性化飞行动力学模型(8×8)由于其低阶性质而不能用于带宽相位延迟计算。

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