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3D path following control method for torpedo-type AUVs with uncertainty terms in their dynamics

机译:鱼雷型动力学中具有不确定性的鱼雷型AUV的3D路径跟随控制方法

摘要

This paper presents a 3D path following control scheme for a class of torpedo-type autonomous underwater vehicles (AUVs) with uncertainty terms in their dynamics. For this kind of torpedo-type AUVs, there are only three control inputs, surge force, pitch and yaw moments, available for the vehicles' 6DOF 3D underwater motions. Therefore, it's a typical underactuated system. To tackle the 3D path following problem for this underactuated system, in this paper, we first introduce certain two spherical coordinate transformations so as to transform the vehicle's kinematics and dynamics model into three-inputs-three-outputs 2 order strict-feedback form. Then, to avoid possible singularity problem in the recursive control design for this strict-feedback form of system, a similar asymptotic modification of orientation concept as in [1] is applied. In the case of uncertainty terms in the vehicle's dynamics, the proposed path following scheme can guarantee the uniformly ultimately boundedness (UUB) of closed-loop system in the spherical coordinate frame.
机译:本文为一类鱼雷型自主水下航行器(AUV)提出了一种3D路径跟随控制方案,该方案在动力学方面具有不确定性。对于这种鱼雷型AUV,只有六个控制输入,即喘振力,俯仰和偏航力矩,可用于车辆的6DOF 3D水下运动。因此,这是典型的欠驱动系统。为了解决该欠驱动系统的3D路径跟随问题,在本文中,我们首先介绍了某些两个球面坐标变换,以便将车辆的运动学和动力学模型转换为三输入三输出二阶严格反馈形式。然后,为避免这种严格反馈形式的系统的递归控制设计中可能出现的奇异性问题,应用了与[1]中类似的定向概念的渐近修改。在车辆动力学中存在不确定性的情况下,所提出的路径遵循方案可以保证闭环系统在球坐标系中的一致最终有界性(UUB)。

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