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Design and implementation of linear-quadratic-Gaussian stability augmentation autopilot for unmanned air vehicle

机译:线性二次高斯稳定性增强自动驾驶仪的设计与实现

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The linear-quadratic-Gaussian (LQG) control synthesis has the advantage of dealing with the uncertain linear systems disturbed by additive white Gaussian noise while having incomplete system state information available for control-loop feedback. This paper hence explores the feasibility of designing and implementing a stability augmentation autopilot for fixed-wing unmanned air vehicles using the LQG approach. The autopilot is composed of two independently designed LQG controllers which control the longitudinal and lateral motions of the aircraft respectively. The corresponding linear models are obtained through a system identification routine which makes use of the combination of two well-established identification methods, namely the subspace method and prediction error method. The two identification methods complement each other well and this paper shows that the proposed system identification scheme is capable of attaining satisfactory state-space models. A complete autopilot design procedure is devised and it is shown that the design process is simple and effective. Resulting longitudinal and lateral controllers are successfully verified in computer simulations and actual flight tests. The flight test results are presented in the paper and they are found to be consistent with the simulation results.
机译:线性二次高斯(LQG)控制合成的优点是处理不确定的线性系统,该线性系统受到加性高斯白噪声的干扰,同时具有不完整的系统状态信息可用于控制回路反馈。因此,本文探讨了使用LQG方法为固定翼无人飞行器设计和实施稳定性增强自动驾驶仪的可行性。自动驾驶仪由两个独立设计的LQG控制器组成,分别控制飞机的纵向和横向运动。相应的线性模型是通过系统识别例程获得的,该例程使用两种公认的识别方法(即子空间方法和预测误差方法)的组合。两种识别方法相得益彰,表明所提出的系统识别方案能够获得令人满意的状态空间模型。设计了完整的自动驾驶仪设计程序,表明设计过程简单有效。由此产生的纵向和横向控制器在计算机仿真和实际飞行测试中得到了成功验证。本文给出了飞行测试结果,发现与模拟结果一致。

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