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Planar dynamics of tethered space manipulators.

机译:系留空间机械臂的平面动力学。

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Tethered satellites systems have been studied for several decades from which the concept of tether-connected space manipulators developed. The advantages of such robots derive from the extensive reach that can be provided by the tether. This would benefit applications such as satellite repair and space debris removal.; This thesis first examines the dynamics of a tethered space manipulator as its end-effector traces a prescribed trajectory. The platform, to which the robot arm is attached, is postulated to be much larger than the other components of the system and is specified to follow a circular orbit around Earth. The tether is modelled as a straight rigid rod and the motion of the system is assumed to be restricted to the orbital plane. The tether tension is monitored to ensure that the tether is not subjected to compressive forces.; The system is also studied under torque restrictions; namely, the torques acting on the tether attachment points are set to zero. The possible trajectories traced by the end-effector of this constrained system are investigated. In addition, a method is outlined to determine a feasible end-effector path between two given points while satisfying the zero-torque constraint on the tether.
机译:系绳卫星系统已经研究了数十年,由此发展了系绳连接空间操纵器的概念。这种机器人的优势来自于系绳可以提供的广泛触及范围。这将使卫星维修和空间碎片清除等应用受益。本文首先研究了拴系空间机械臂的末端执行器跟踪规定轨迹的动力学。假定机器人手臂所连接的平台要比系统的其他组件大得多,并且要遵循围绕地球的圆形轨道。将系绳建模为笔直的刚性杆,并假设系统的运动被限制在轨道平面内。监测系绳的张力,以确保系绳不会受到压力。还研究了在扭矩限制下的系统。即,将作用在系绳附接点上的扭矩设置为零。研究了该约束系统的末端执行器跟踪的可能轨迹。另外,概述了一种方法,该方法可以确定两个给定点之间的可行的末端执行器路径,同时满足对绳索的零扭矩约束。

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