2017
DOI: 10.1007/978-3-319-67361-5_4
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Trajectory Optimization for Dynamic Grasping in Space Using Adhesive Grippers

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Cited by 6 publications
(5 citation statements)
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“…A convex programming-based guidance scheme ( Misra and Bai, 2017 ) and an optimization technique for the pre-capture trajectory ( Aghili, 2009 ) were proposed, where only the SMS base attitude is controlled (partial free-floating mode), removing the nonholonomic characteristics of the system. In MacPherson et al (2018) , an optimal control strategy to exploit the dynamic robustness of gecko-inspired dry adhesive grippers for the task of grasping a free-floating, spinning object is presented. The spacecraft rendezvous guidance problem was also tackled in the convex programming-based context in Virgili-Llop et al (2017 , 2019) , where convexification was applied to the collision avoidance constraints, deriving from the solar appendages of the target.…”
Section: Motion Planningmentioning
confidence: 99%
“…A convex programming-based guidance scheme ( Misra and Bai, 2017 ) and an optimization technique for the pre-capture trajectory ( Aghili, 2009 ) were proposed, where only the SMS base attitude is controlled (partial free-floating mode), removing the nonholonomic characteristics of the system. In MacPherson et al (2018) , an optimal control strategy to exploit the dynamic robustness of gecko-inspired dry adhesive grippers for the task of grasping a free-floating, spinning object is presented. The spacecraft rendezvous guidance problem was also tackled in the convex programming-based context in Virgili-Llop et al (2017 , 2019) , where convexification was applied to the collision avoidance constraints, deriving from the solar appendages of the target.…”
Section: Motion Planningmentioning
confidence: 99%
“…[ 8 ] However, even if those grapple points, which are known to be safe and secure for a robot to hold on to, exist, attaching to them often requires a robot to utilize complex trajectory planning and control algorithms to account for satellite angular momentum. [ 9,10 ]…”
Section: Applications Overviewmentioning
confidence: 99%
“…[8] However, even if those grapple points, which are known to be safe and secure for a robot to hold on to, exist, attaching to them often requires a robot to utilize complex trajectory planning and control algorithms to account for satellite angular momentum. [9,10] To avoid the need for complex trajectories and control algorithms, researchers have posed numerous solutions including, among other things, nets, and harpoons. [11,12] This article is not a review of all potential solutions to the satellite capture problem but rather focuses on robotic solutions that rendezvous and physically adhere to orbital debris or satellites with a focus on attaching at nonpredesignated locations.…”
Section: Doi: 101002/aisy202100063mentioning
confidence: 99%
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“…A chaser starting at a sufficiently far-away hold position and executing a free-flying roto-translation maneuver is then required. This type of maneuver has been extensively studied with a wide variety of guidance and control approaches, such as: optimal control (Aghili, 2008 , 2009a ; Seweryn and Banaszkiewicz, 2008 ; Boyarko et al, 2011 ), optimization-based (Jacobsen et al, 2002 ; Lampariello, 2010 ; Lampariello and Hirzinger, 2013 ; Gasbarri and Pisculli, 2015 ; MacPherson et al, 2018 ), model predictive control (Rybus et al, 2017 ), and rapidly-exploring random trees (Persson and Sharf, 2015 ; Rybus and Seweryn, 2015 ).…”
Section: Introductionmentioning
confidence: 99%