Khalifa Alaa, Shaaban Shaaban M, Khalifa Ahmed
Department of Industrial Electronics and Control Engineering, Faculty of Electronic Engineering, Menoufia University, Menouf, Egypt.
Center for Scientific Research and Entrepreneurship, Northern Border University, Arar, Saudi Arabia.
Front Robot AI. 2025 Jul 7;12:1528415. doi: 10.3389/frobt.2025.1528415. eCollection 2025.
Aerial manipulation systems are highly attractive for various applications due to their distinctive features. However, the systems discussed in the literature are constrained by either a restricted number of end-effector degrees of freedom (DOFs) or low payload capability. In our previous research, we mounted a manipulator with a gripper on the underside of a quadrotor to enhance environmental interaction. This paper explores a quadrotor equipped with a 2-DOF manipulator featuring a distinctive topology that allows the end-effector to follow a specified 6-DOF trajectory with the least number of actuators required. An overview of the proposed manipulation system, along with its kinematic and dynamic analysis, is presented. Nevertheless, controlling this system presents significant challenges because of its considerable couplings, nonlinearities, and external disturbances. This paper employs a Disturbance Observer (DOb)-based linearization for an aerial manipulation robot. The DOb-based inner loop is responsible for estimating and compensating nonlinearities and disturbances, which simplifies the control problem into a more straightforward linear control algorithm. Subsequently, a fuzzy logic controller is incorporated into the outer loop to achieve the desired control objectives and closed-loop performance while minimizing computational load. Stability analysis of the proposed controller is introduced. Finally, the system is simulated using MATLAB/SIMULINK, and the results demonstrate tracking accuracy during 6-DOF maneuvers under many kinds of disturbances, with low computational load. The system maintains stability during payload exchanges while respecting all actuator constraints (rotor thrust less than 6 N, joint torques less than 0.7 and 0.4 N.m, respectively). These results demonstrate the effectiveness of the proposed control approach. Also, they show that the proposed controller outperforms the DOb-PD controller's response.
空中操纵系统因其独特的特性而在各种应用中极具吸引力。然而,文献中所讨论的系统要么受到末端执行器自由度数量有限的限制,要么受到低负载能力的限制。在我们之前的研究中,我们在四旋翼飞行器的底部安装了一个带有夹具的操纵器,以增强与环境的交互。本文探讨了一种配备二维自由度操纵器的四旋翼飞行器,该操纵器具有独特的拓扑结构,能够以最少的执行器数量使末端执行器跟踪指定的六自由度轨迹。本文介绍了所提出的操纵系统的概述及其运动学和动力学分析。然而,由于该系统存在大量耦合、非线性和外部干扰,对其进行控制面临重大挑战。本文采用基于干扰观测器(DOb)的线性化方法来控制空中操纵机器人。基于DOb的内环负责估计和补偿非线性和干扰,这将控制问题简化为更直接的线性控制算法。随后,将模糊逻辑控制器纳入外环,以实现所需的控制目标和闭环性能,同时最小化计算负载。介绍了所提出控制器的稳定性分析。最后,使用MATLAB/SIMULINK对系统进行了仿真,结果表明在多种干扰下六自由度机动过程中的跟踪精度,且计算负载较低。在进行负载交换时,系统在遵守所有执行器约束(旋翼推力小于6 N,关节扭矩分别小于0.7和0.4 N·m)的情况下保持稳定。这些结果证明了所提出控制方法的有效性。此外,结果还表明所提出的控制器优于DOb-PD控制器的响应。