Tracking Control of Multi-Input Multi-Output Multirotor Unmanned Aerial Vehicles with Auxiliary Systems

S. Lyshevski, Trevor C. Smith
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Abstract

We research control schemes for unmanned aerial vehicles (UAVs) with propulsion, steering and power modules. Physical limits, aerodynamic instabilities, blade flapping, cross-axis coupling, data heterogeneity and other factors affect design. In multirotor UAVs, the differential thrust is regulated by changing the angular velocity of propellers, rotated by brushless electric motors. Voltages applied, phase currents, propeller speed and thrust cannot exceed specific limits. To accomplish aerial photography, airborne intelligence, surveillance, reconnaissance and support missions, multirotor and fixed-wing vehicles integrate active electronically scanned array radar, light detection and ranging modules, transceivers, controllers-drivers, steered pylon mounts, dc-dc regulators, battery pack, charger, etc. The differential thrust is regulated by changing propellers’ angular velocity. We design constrained tracking control laws to govern aerial systems regulating state and error dynamics. Minimizing design-consistent functionals with range-restricted descriptive bounded functions, limits are accounted for by integrands, and control laws are analytically designed. Nonquadratic functionals with domain-specific positive-definite integrands and Hamiltonians admit closed-form solutions. The Hamilton-Jacobi equation is satisfied by continuous positive-definite return functions. Descriptive state-space models and error governance support a design to ensure optimal tracking error evolution. Bounded algorithms with state and tracking error feedback guarantee system optimality subject to minimized functionals. Control schemes, optimization tools, and algorithms are experimentally substantiated for a quadrotor helicopter. Controllers are designed and characterized for flight control systems, direct-drive steering mount pylons, brushless motors, and dc-dc switching regulators.
带辅助系统的多输入多输出多旋翼无人机跟踪控制
研究了具有推进、转向和动力模块的无人机控制方案。物理极限、气动不稳定性、叶片扑动、跨轴耦合、数据异质性等因素都会影响设计。在多旋翼无人机中,推力差是通过改变螺旋桨的角速度来调节的,螺旋桨由无刷电动机旋转。施加的电压,相电流,螺旋桨速度和推力不能超过特定的限制。为了完成航空摄影、空中情报、监视、侦察和支援任务,多旋翼和固定翼飞行器集成了有源电子扫描阵列雷达、光探测和测距模块、收发器、控制器-驱动器、操纵挂架、dc-dc稳压器、电池组、充电器等。差推力是通过改变螺旋桨的角速度来调节的。我们设计了约束跟踪控制律来控制航空系统的状态和误差动力学。最小化设计一致的函数与范围限制的描述性有界函数,极限是由积分,控制律是解析设计。具有定域正定积分和哈密顿量的非二次泛函具有闭型解。Hamilton-Jacobi方程由连续的正定返回函数满足。描述性状态空间模型和错误治理支持确保最佳跟踪错误演变的设计。具有状态反馈和跟踪误差反馈的有界算法保证了系统在最小函数下的最优性。控制方案,优化工具和算法实验证实了四旋翼直升机。控制器的设计和特点为飞行控制系统,直接驱动转向挂架,无刷电机和dc-dc开关调节器。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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