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Application of robust H-infinity controller in transition flight modeling of autonomous VTOL convertible Quad Tiltrotor UAV

机译:鲁棒H-Infinity控制器在自主VTOL转换Quad Tiltrotor UAV转换飞行模型中的应用

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Purpose - This paper aims to provide a mathematical modeling and design of H-infinity controller for an autonomous vertical take-off and landing (VTOL) Quad Tiltrotor hybrid unmanned aerial vehicles (UAVs). The variation in the aerodynamics and model dynamics of these aerial vehicles due to its tilting rotors are the key issues and challenges, which attracts the attention of many researchers. They carry parametric uncertainties (such as non-linear friction force, backlash, etc.), which drives the designed controller based on the nominal model to instability or performance degradation. The controller needs to take these factors into consideration and still give good stability and performance. Hence, a robust H-infinity controller is proposed that can handle these uncertainties. Design/methodology/approach - A unique VTOL Quad Tiltrotor hybrid UAV, which operates in three flight modes, is mathematically modeled using Newton-Euler equations of motion. The contribution of the model is its ability to combine high-speed level flight, VTOL and transition between these two phases. The transition involves the tilting of the proprotors from 90° to 0° and vice-versa in 15° intervals. A robust H-infinity control strategy is proposed, evaluated and analyzed through simulation to control the flight dynamics for different modes of operation. Findings - The main contribution of this research is the mathematical modeling of three flight modes (vertical takeoff-forward, transition-cruise-back, transition-vertical landing) of operation by controlling the revolutions per minute and tilt angles, which are independent of each other. An autonomous flight control system using a robust H-infinity controller to stabilize the mode of transition is designed for the Quad Tiltrotor UAV in the presence of uncertainties, noise and disturbances using MATLAB/SIMULINK. This paper focused on improving the disturbance rejection properties of the proposed UAV by designing a robust H-infinity controller for position and orientation trajectory regulation in the presence of uncertainty. The simulation results show that the Tiltrotor achieves transition successfully with disturbances, noise and uncertainties being present. Originality/value - A novel VTOL Quad Tiltrotor UAV mathematical model is developed with a special tilting rotor mechanism, which combines both aircraft and helicopter flight modes with the transition taking place in between phases using robust H-infinity controller for attitude, altitude and trajectory regulation in the presence of uncertainty.
机译:目的 - 本文旨在为自主垂直剥离和降落(VTOL)四脚钉混合无人驾驶车辆(无人机)提供一种数学建模和设计H-Infinity Controller的数学建模和设计。由于其倾斜转子,这些航空车辆的空气动力学和模型动态的变化是关键问题和挑战,吸引了许多研究人员的关注。它们携带参数化不确定性(例如非线性摩擦力,反弹等),其基于标称模型驱动设计的控制器以不稳定或性能下降。控制器需要考虑这些因素,仍然提供良好的稳定性和性能。因此,提出了一种能够处理这些不确定性的鲁棒H-Infinity控制器。设计/方法/方法 - 以三种飞行模式运行的独特VTOL四脚钉Tiltrotor混合UAV,是使用牛顿-euler运动的数学建模。该模型的贡献是能够将高速级别飞行,VTOL和在这两个阶段之间的过渡结合起来的能力。转变涉及将血管从90°倾斜到0°,反之亦然15°间隔。通过模拟提出,评估和分析了鲁棒H-Infinity控制策略,以控制不同操作模式的飞行动态。调查结果 - 通过控制每分钟的转数和倾斜角度,通过控制每分钟和倾斜角度的三种飞行模式(垂直起飞 - 前进,转换,过渡垂直着陆)的数学建模。其他。使用强大的H-Infinity控制器稳定过渡模式的自动飞行控制系统是为使用Matlab / Simulink的不确定性,噪声和干扰的Quad Tiltrotor UAV设计。本文通过在存在不确定性存在下设计鲁棒H-Infinity控制器来改善所提出的UAV的干扰抑制特性。仿真结果表明,Tiltrotor以扰动,噪音和不确定性成功实现过渡。原创性/值 - 一种新颖的VTOL Quad TiltrotOR UAV数学模型是用特殊的倾斜转子机构开发的,它将飞机和直升机飞行模式与使用稳健的H-Infinity控制器在阶段之间进行的过渡,用于姿态,高度和轨迹调节在存在不确定性的情况下。

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