引用本文:孙敬陶,王耀南,谭建豪,钟杭,李瑞涵.旋翼飞行机械臂系统的混合视觉伺服控制[J].控制理论与应用,2019,36(4):505~515.[点击复制]
SUN Jing-tao,WANG Yao-nan,TAN Jian-hao,ZHONG Hang,LI Rui-han.Hybrid visual servoing for rotor aerial manipulation system[J].Control Theory and Technology,2019,36(4):505~515.[点击复制]
旋翼飞行机械臂系统的混合视觉伺服控制
Hybrid visual servoing for rotor aerial manipulation system
摘要点击 2612  全文点击 1506  投稿时间:2017-11-21  修订日期:2018-05-18
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DOI编号  10.7641/CTA.2018.70857
  2019,36(4):505-515
中文关键词  旋翼飞行机械臂系统  动力学联合建模  欧几里得重建  视觉伺服  手眼系统
英文关键词  unmanned aerial manipulations  he joint dynamic equations  scaled Euclidean reconstruction  visual servoing  eye in hand system
基金项目  国家自然科学基金
作者单位E-mail
孙敬陶* 湖南大学电气与信息工程学院 516406932@qq.com 
王耀南 湖南大学电气与信息工程学院  
谭建豪 湖南大学电气与信息工程学院  
钟杭 湖南大学电气与信息工程学院  
李瑞涵 湖南大学电气与信息工程学院  
中文摘要
      旋翼飞行机械臂是一种具有强耦合特性的机器人系统, 借助视觉进行自主作业还存在诸多问题, 如实时深度估计、目标极易丢失以及目标笛卡尔空间模型重建等. 本文针对传统的基于图像与基于位置的视觉伺服的缺陷以及系统自身欠驱动等问题,建立了运动学模型和提出了 基于力平衡原理的动力学联合建模, 并通过欧几里得单应性矩阵分解设计出旋翼飞行机械臂系统的混合视觉伺服控制方法, 在图像空间控制平移、笛卡尔空间控制旋转, 减弱了平移与旋转之间的相互影响实现解耦效果, 改善了系统对非结构因素的抗扰性能和全局稳定性. 通过仿真和实验检验了系统鲁棒性和算法优越性.
英文摘要
      Unmanned Aerial Manipulations are Special robotic systems which exists strong coupling characteristics. There are many issues with using the vision for actively manipulate in environment, such as Real-time depth estimation, the target is extremely easy to lose and target Cartesian space model reconstruction. To deal with the respective drawbacks of classical image-based and position-based visual servoing as well as the matter of the system itself under-driven, we formulate the kinematic and joint dynamic equations of the system based on force balance principle, simultaneously, Thought the decomposition of Euclidean Homography Matrix, proposing a hybrid visual servoing control scheme for unmanned aerial manipulation, controlling pan in image space meanwhile Cartesian space control rotation to achieve decoupling effect, improve the systems immunity to non-structural factors and global stability. Finally, Simulation and experimental results validate the robustness of system and demonstrate the superiority of algorithm.