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An L₁-Norm Based Optimization Method for Sparse Redundancy Resolution of Robotic Manipulators
IEEE Transactions on Circuits and Systems II: Express Briefs, Volume: 69, Issue: 2, Pages: 469 - 473
Swansea University Authors: Zhan Li, Shuai Li
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DOI (Published version): 10.1109/tcsii.2021.3088942
Abstract
For targeted motion control tasks of manipulators, it is frequently necessary to make use of full levels of joint actuation to guarantee successful motion planning and path tracking. Such way of motion planning and control may keep the joint actuation in a non-sparse manner during motion control pro...
Published in: | IEEE Transactions on Circuits and Systems II: Express Briefs |
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ISSN: | 1549-7747 1558-3791 |
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Institute of Electrical and Electronics Engineers (IEEE)
2022
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URI: | https://cronfa.swan.ac.uk/Record/cronfa57319 |
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2022-03-14T15:48:16.3584695 v2 57319 2021-07-14 An L₁-Norm Based Optimization Method for Sparse Redundancy Resolution of Robotic Manipulators 94f19a09e17bad497ef1b4a0992c1d56 Zhan Li Zhan Li true false 42ff9eed09bcd109fbbe484a0f99a8a8 0000-0001-8316-5289 Shuai Li Shuai Li true false 2021-07-14 MACS For targeted motion control tasks of manipulators, it is frequently necessary to make use of full levels of joint actuation to guarantee successful motion planning and path tracking. Such way of motion planning and control may keep the joint actuation in a non-sparse manner during motion control process. In order to improve sparsity of joint actuation for manipulator systems, a novel motion planning scheme which can optimally and sparsely adopt joint actuation is proposed in this paper. The proposed motion planning strategy is formulated as a constrained L1 norm optimization problem, and an equivalent enhanced optimization solution dealing with bounded joint velocity is proposed as well. A new primal dual neural network with a new solution set division is further proposed and applied to solve such bounded optimization which can sparsely adopt joint actuation for motion control. Simulation and experiment results demonstrate the efficiency, accuracy and superiority of the proposed method for optimally and sparsely adopting joint actuation. The average sparsity (i.e., -||˙θ||p where θ denotes the joint angle) of the joint motion of the manipulator can be increased by 39.22% and 51.30% for path tracking tasks in X-Y and X-Z planes respectively, indicating that the sparsity of joint actuation can be enhanced. Journal Article IEEE Transactions on Circuits and Systems II: Express Briefs 69 2 469 473 Institute of Electrical and Electronics Engineers (IEEE) 1549-7747 1558-3791 1 2 2022 2022-02-01 10.1109/tcsii.2021.3088942 COLLEGE NANME Mathematics and Computer Science School COLLEGE CODE MACS Swansea University 2022-03-14T15:48:16.3584695 2021-07-14T11:42:39.9633333 Faculty of Science and Engineering School of Mathematics and Computer Science - Computer Science Zhan Li 1 Shuai Li 0000-0001-8316-5289 2 57319__20474__ab8c24baf55f4bb8a70a43605cdf0823.pdf An_L1-norm_based_Optimization_Method_for_Sparse_Redundancy_Resolution_of_Robotic_Manipulators.pdf 2021-07-28T14:55:17.8653343 Output 564454 application/pdf Accepted Manuscript true true eng |
title |
An L₁-Norm Based Optimization Method for Sparse Redundancy Resolution of Robotic Manipulators |
spellingShingle |
An L₁-Norm Based Optimization Method for Sparse Redundancy Resolution of Robotic Manipulators Zhan Li Shuai Li |
title_short |
An L₁-Norm Based Optimization Method for Sparse Redundancy Resolution of Robotic Manipulators |
title_full |
An L₁-Norm Based Optimization Method for Sparse Redundancy Resolution of Robotic Manipulators |
title_fullStr |
An L₁-Norm Based Optimization Method for Sparse Redundancy Resolution of Robotic Manipulators |
title_full_unstemmed |
An L₁-Norm Based Optimization Method for Sparse Redundancy Resolution of Robotic Manipulators |
title_sort |
An L₁-Norm Based Optimization Method for Sparse Redundancy Resolution of Robotic Manipulators |
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94f19a09e17bad497ef1b4a0992c1d56 42ff9eed09bcd109fbbe484a0f99a8a8 |
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94f19a09e17bad497ef1b4a0992c1d56_***_Zhan Li 42ff9eed09bcd109fbbe484a0f99a8a8_***_Shuai Li |
author |
Zhan Li Shuai Li |
author2 |
Zhan Li Shuai Li |
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Journal article |
container_title |
IEEE Transactions on Circuits and Systems II: Express Briefs |
container_volume |
69 |
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2 |
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469 |
publishDate |
2022 |
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Swansea University |
issn |
1549-7747 1558-3791 |
doi_str_mv |
10.1109/tcsii.2021.3088942 |
publisher |
Institute of Electrical and Electronics Engineers (IEEE) |
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Faculty of Science and Engineering |
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School of Mathematics and Computer Science - Computer Science{{{_:::_}}}Faculty of Science and Engineering{{{_:::_}}}School of Mathematics and Computer Science - Computer Science |
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description |
For targeted motion control tasks of manipulators, it is frequently necessary to make use of full levels of joint actuation to guarantee successful motion planning and path tracking. Such way of motion planning and control may keep the joint actuation in a non-sparse manner during motion control process. In order to improve sparsity of joint actuation for manipulator systems, a novel motion planning scheme which can optimally and sparsely adopt joint actuation is proposed in this paper. The proposed motion planning strategy is formulated as a constrained L1 norm optimization problem, and an equivalent enhanced optimization solution dealing with bounded joint velocity is proposed as well. A new primal dual neural network with a new solution set division is further proposed and applied to solve such bounded optimization which can sparsely adopt joint actuation for motion control. Simulation and experiment results demonstrate the efficiency, accuracy and superiority of the proposed method for optimally and sparsely adopting joint actuation. The average sparsity (i.e., -||˙θ||p where θ denotes the joint angle) of the joint motion of the manipulator can be increased by 39.22% and 51.30% for path tracking tasks in X-Y and X-Z planes respectively, indicating that the sparsity of joint actuation can be enhanced. |
published_date |
2022-02-01T02:21:56Z |
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1822004521970171904 |
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11.048042 |