2021
DOI: 10.1109/lra.2021.3095625
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Closed-Loop Position Control for Growing Robots Via Online Jacobian Corrections

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Cited by 13 publications
(5 citation statements)
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References 30 publications
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“…The first work consists of a distal learning method used for designing an open-loop control for a soft manipulator This work learns the inverse static model of a soft manipulator using Deep Deterministic Policy Gradient (DDPG) for end effector path tracking. The latest few works in the field of kinematic control studies the use of differentiable learned models [42] and real-time adaptive models [43]. Differentiable models can reduce the computational effort for estimating control solutions, but is yet to be extended to a more complex system or for fully dynamic control.…”
Section: A Kinematic Controllersmentioning
confidence: 99%
See 1 more Smart Citation
“…The first work consists of a distal learning method used for designing an open-loop control for a soft manipulator This work learns the inverse static model of a soft manipulator using Deep Deterministic Policy Gradient (DDPG) for end effector path tracking. The latest few works in the field of kinematic control studies the use of differentiable learned models [42] and real-time adaptive models [43]. Differentiable models can reduce the computational effort for estimating control solutions, but is yet to be extended to a more complex system or for fully dynamic control.…”
Section: A Kinematic Controllersmentioning
confidence: 99%
“…A clear drawback of learning-based models is its inability to be parameterized to design and control variables making Reference Research Problem Achievements Challanges Year [37] Adaptive kinematic controllers Task space control with external disturbances Extension to learning of redundant configurations 2017 and inclusion of trajectory planning [36] Kinematic redundancy resolution with feedback Task space control including orientation with Extension to learning of redundant configurations 2017 control disturbance rejection and inclusion of trajectory planning [40] Visual servoing with adaptive kinematic controllers Task space control based on visual inputs Extension to learning of redundant configurations 2019 and inclusion of trajectory planning [42] Control-oriented quasi-static modelling Tracking of open loop trajectories in the task space Extension to high-dimensional system 2020 [43] Adaptation to morphological changes Tip position and orientation control of a growing robot Inclusion of offline models for control 2021 [39] Multi-objective force and position control Task space control with stiffness optimization Extension to continuous action space 2017 [45] Task-space dynamic control Tracking high dynamics trajectory in the task space Inclusion of feedback for closed-loop control 2017 [46] Task-space model predictive control Model predictive control with a one degree of freedom Extension to high-dimensional system 2018 soft robot [47] Task-space dynamic control with feedback Closed-loop dynamic control for point reaching tasks Extension to tracking tasks 2019 [48] Control-oriented modelling for MPC MPC controller for low dynamics trajectory tracking Extension to high dynamics tracking tasks 2020 [49] Distributed RNNs for data efficiency Real-time dynamic predictive model of a soft manipulator Extension to high-dimensional systems 2021 [50] Hybrid models for data efficiency Model-based optimal control of a soft continuum joint Extension to dynamical high-dimensional systems 2021 [51] Ensemble reinforcement learning for data efficiency Dynamical controller for point reaching tasks in soft arm Extension to trajectory tracking tasks 2021 [44] Dynamic control for locomotion Policy generation of gaits with variation in environmental Extension to faithful simulation environment 2017 conditions [52] Feedback Control with embedded sensors Robust grasping and identification of objects Extension to high-dimensional feedback information 2019…”
Section: E Physics-based Modelling In Soft Roboticsmentioning
confidence: 99%
“…Since the actual control requires speed control of the drive motor, it is necessary to solve the velocity relationship equation of the antenna model. The equation is a Jacobian matrix, also known as the first-order motion influence coefficient, which is a mapping between the speed of the operating mechanism and the end speed [17].…”
Section: Kinematic Modelmentioning
confidence: 99%
“…The external force F 3 acts on the system dynamics (2) in a similar way to the damping b. Thus F 3 can either be accounted for by Ω F F + β F in ς as done in (12), or alternatively alongside b in S 23 and in (15), that is…”
Section: B Control Lawmentioning
confidence: 99%