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A Technique for Performing Closed Loop Flutter Evaluation on a Joined Wing UAV

机译:在连接的翼UAV上执行闭环颤动评估的技术

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The present paper is focused on techniques aimed at including control law dynamics into linear flutter equations. An UAV in an unconventional joined wing configuration has been taken as test case for setting up the methodology. For this test case the pitch control law is included in the flutter equations, obtaining a model to perform closed loop flutter calculations. The extra degrees of freedom of control surfaces and additional terms due to the control law have been modeled by means of dynamic sub-structuring approach. The equations governing the dynamics of the control law are added to the aeroelastic stability equations after a suitable manipulation based on a derivative approach. The interesting aspect of the work is that the control law can be modeled as six external matrices to be properly assembled into the aeroelastic system. This is advantageous when already written codes for flutter evaluation are available since the requested modifications are minimal. For the test case two models of the control law have been prepared: a detailed representation and a "reduced" representation, with less degrees of freedom for the control law. To verify consistency of the approach the impulsive response of the closed-loop system with both the control law formulations has been performed. The displacements on the wing, the fuselage and the elevator balancing mass have been picked before and after flutter occurrence. The results obtained show consistency in terms of aeroelastic behavior and flutter speed.
机译:本文的重点是旨在包括控制法动力学进入线性颤动方程的技术。在非传统连接的机翼配置中的无人机被视为用于设置方法的测试用例。对于该测试,俯仰控制定律包括在颤动方程中,获得模型以执行闭环颤动计算。由于控制法额外的控制表面自由度和附加术语的建模已经通过动态的子结构化方法进行了建模。基于衍生方法的合适操纵,控制法律动态的方程被添加到空气弹性稳定方程。工作的有趣方面是控制法可以建模为六个外部基质,以适当地组装到空气弹性体系中。当由于所请求的修改很小,当已经获得了用于颤动评估的已经写入的书面代码时,这是有利的。对于测试案例,制定了两个控制法的模型:详细的表示和“减少”代表,对照法的自由度较少。为了验证方法的一致性,已经进行了闭环系统的脉冲响应,并进行了控制法制剂。在颤动发生之前和之后,机翼,机身和电梯平衡质量的位移已经挑选。结果在空气弹性行为和颤动速度方面显示了一致性。

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