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首页> 外文期刊>IEEE transactions on industrial informatics >Dynamic Image-Based Output Feedback Control for Visual Servoing of Multirotors
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Dynamic Image-Based Output Feedback Control for Visual Servoing of Multirotors

机译:多电泵视觉伺服的基于动态图像的输出反馈控制

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This article proposes a novel adaptive image-based output feedback visual servoing approach to control a multirotor to the desired pose by using a minimum onboard sensor suite, which consists of an inertial measurement unit and a monocular camera. Different from "perspective moment," a new type of image feature is designed as "rotated perspective moment," whose dynamics is independent of roll, pitch, and yaw rates. On this basis, a nonlinear adaptive observer is designed to estimate the scaled linear velocity, which is more accurate, since the observer does not involve noisy angular velocity measurements. Then, a novel image-based output feedback controller is proposed with the designed image features and the observer, wherein the new saturated integral terms of linear and angular velocity errors are introduced into the controller design, respectively, to compensate system uncertainties. As a result, the steady-state error is decreased considerably. In addition, without the assumption of the separation principle between the observer and the controller, the small-angle approximation, or the time-scale separation assumption, the error signals of image features, attitude, velocity, and observer estimation can all converge to the origin asymptotically, which is proven by rigorous Lyapunov analysis. Comparative experiments are conducted to show the superior performance of the proposed approach in terms of more accurate velocity estimation, smaller steady-state errors, and stronger robustness.
机译:本文提出了一种新颖的自适应图像的输出反馈视觉伺服方法,通过使用最小的板载传感器套件来控制多电机到所需的姿势,该套件包括惯性测量单元和单眼相机。与“透视时刻”不同,一种新型的图像特征被设计为“旋转透视时刻”,其动力学独立于滚动,间距和偏航速率。在此基础上,设计非线性自适应观察者以估计更准确的缩放线速度,因为观察者不涉及嘈杂的角速度测量。然后,利用设计的图像特征和观察者提出了一种基于图像的输出反馈控制器,其中新的饱和线性和角速度误差分别被引入控制器设计中以补偿系统的不确定性。结果,稳态误差显着降低。另外,在没有假设观察者和控制器之间的分离原理,小角度近似或时间尺度分离假设,图像特征,姿态,速度和观察者估计的误差信号都可以收敛到原始渐近地,这是通过严格的Lyapunov分析证明。对比较实验进行了以更精确的速度估计,较小的稳态误差和更强的稳健性来展示所提出的方法的优越性。

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