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Comprehensive Analysis, Prediction, and Validation of UH-60A Blade Loads in Unsteady Maneuvering Flight

机译:UH-60A刀片载荷在不稳定机动飞行中的综合分析,预测和验证

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This paper describes the initial development of a multibody based comprehensive analysis for the prediction of rotor loads in unsteady manuevering flight. A multibody based finite element structural dynamics model is coupled to an unsteady lifting line aerodynamic model. The aerodynamic model is a N_b bladed transient model which combines 2D airfoil property tables with a Weissinger-L near wake model, a time marching free wake model, and a semi-emperical dynamic stall model (Leishman-Beddoes). First, the structural model is described and validated. Second, the aerodynamic model is described and validated. Idealized maneuvers involving collective ramp inputs, and prescribed deformations for high speed UH-60A flight are used for validation. Third, a reduced order flight dynamics model, using quasi-steady uniform inflow, is developed to calculate rotor control angles in unsteady maneuvers. Finally, the multibody structural dynamics model is tightly coupled to the aerodynamic model to simulate an unsteady UH-60A pull-up maneuver (flight 11029). The control angles are prescribed from the reduced order model. Prediction of control angles appear to be essential for accurate prediction of maneuver loads. General trends in lift and flap bending moment (steady and peak-to-peak) are reasonably predicted. The most significant error stems from the lack of satisfactory prediction of pitching moment stall. This appears primarily due to the uncertainties in the predicted control angles.
机译:本文介绍了基于多体体综合分析的初步开发,用于预测转子载荷在不稳定的搬运飞行中的载荷。基于多体的有限元结构动力学模型耦合到不稳定的升降线空气动力学模型。空气动力学模型是一个N_B叶片瞬态模型,将2D翼型特性表与Weissinger-L靠近苏醒模型相结合,是一种自由唤醒模型的时间,以及半瞬间动态失速型号(Leishman-Beddoes)。首先,描述和验证结构模型。其次,描述和验证了空气动力学模型。用于集体斜坡输入的理想化演习,以及用于高速UH-60A飞行的规定变形进行验证。第三,采用准稳定均匀流入的减少的订单飞行动力学模型以计算不稳定的机动中的转子控制角。最后,多体结构动力学模型紧密地耦合到空气动力学模型,以模拟不稳定的UH-60A拉动机动(飞行11029)。控制角从减小的订单模型规定。对控制角的预测对于准确预测机动负载是必要的。升力和挡板弯矩(稳定和峰值)的一般趋势是合理预测的。最重要的错误源于缺乏令人满意的俯仰力矩摊位的预测。这主要是由于预测控制角中的不确定性。

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