2016
DOI: 10.2514/1.g001828
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Reactionless Maneuvering of a Space Robot in Precapture Phase

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Cited by 41 publications
(14 citation statements)
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“…Due to the long computation times involved in the motion planning, a look-up table approach was presented in Lampariello and Hirzinger (2013) to provide feasible optimal solutions for a range of spin rates of the target in a useful time, however with computation of the trajectories on a computer on ground. A reactionless approach of a two-arm space robot, in the precapture phase, where the motion of the second arm was used as a fuel-free means of attitude disturbance cancellation, was presented in James et al (2016). In Flores-Abad et al (2017) an optimal control problem was also formulated with the indirect method in joint space, aiming at minimization of torque applied by the robot on the free-floating chaser, while moving towards the grasping point.…”
Section: Pre-grasping Motion Planningmentioning
confidence: 99%
“…Due to the long computation times involved in the motion planning, a look-up table approach was presented in Lampariello and Hirzinger (2013) to provide feasible optimal solutions for a range of spin rates of the target in a useful time, however with computation of the trajectories on a computer on ground. A reactionless approach of a two-arm space robot, in the precapture phase, where the motion of the second arm was used as a fuel-free means of attitude disturbance cancellation, was presented in James et al (2016). In Flores-Abad et al (2017) an optimal control problem was also formulated with the indirect method in joint space, aiming at minimization of torque applied by the robot on the free-floating chaser, while moving towards the grasping point.…”
Section: Pre-grasping Motion Planningmentioning
confidence: 99%
“…where ψ is the angle-axis that represents the same attitude noted by quaternion; I 3×3 is the 3 × 3 unit matrix; ω e is the end angular velocity; φ and n are the rotation angle and rotation axis in ψ, respectively, which can be obtained from quaternion by Eqs. (7) and (8); and n× is the skew-symmetric matrix of vector, which is defined as Eq. (9).…”
Section: The Interpolation Of End Posementioning
confidence: 99%
“…The Rapidly Exploring Random Trees was employed by Francis James to deal with nonholonomic constraint problem in space robot. 8 However, because of the time-consuming calculation process, the method cannot be applied to visual servoing system, while visual servoing system usually plays an important role in the rendezvous and docking tasks.…”
Section: Introductionmentioning
confidence: 99%
“…In [24], using ideas from optimal control, exciting trajectories were designed within 8 minutes for a single link 6-DoF system. However, with increasing number of dimensions, optimal control strategies often consume hours of computation time [5]. Furthermore, exciting all the minimal parameters with a single motion is difficult [22].…”
Section: B Experiments Designmentioning
confidence: 99%
“…They are also a potential solution to remove space debris and harvest retired satellites [1]. On-orbit tasks demand an accurate motion planning and control of a space robot, which in turn rely on the kinematic and dynamic models [2][3][4][5]. Unlike a fixed-base robot, the kinematics of a space robot is a function of the mass, the position of center of mass (CoM), and the inertia tensor of the links, evident from the Generalized Jacobian Matrix [2].…”
Section: Introductionmentioning
confidence: 99%