Shape Representation and Modeling of ...
Document type :
Compte-rendu et recension critique d'ouvrage
DOI :
Title :
Shape Representation and Modeling of Tendon-Driven Continuum Robots using Euler Arc Splines
Author(s) :
Rao, Priyanka [Auteur correspondant]
Peyron, Quentin [Auteur]
Deformable Robots Simulation Team [DEFROST ]
Burgner-Kahrs, Jessica [Auteur]
Peyron, Quentin [Auteur]
Deformable Robots Simulation Team [DEFROST ]
Burgner-Kahrs, Jessica [Auteur]
Journal title :
IEEE Robotics and Automation Letters
Pages :
8114-8121
Publisher :
IEEE
Publication date :
2022-06-23
ISSN :
2377-3766
English keyword(s) :
Modeling Control and Learning for Soft Robots Flexible Robotics Kinematics
Modeling
Control
and Learning for Soft Robots
Flexible Robotics
Kinematics
Modeling
Control
and Learning for Soft Robots
Flexible Robotics
Kinematics
HAL domain(s) :
Sciences de l'ingénieur [physics]/Automatique / Robotique
English abstract : [en]
Due to the compliance of tendon-driven continuum robots, carrying a load or experiencing a tip force result in variations in backbone curvature. While the spatial robot configuration theoretically needs an infinite number ...
Show more >Due to the compliance of tendon-driven continuum robots, carrying a load or experiencing a tip force result in variations in backbone curvature. While the spatial robot configuration theoretically needs an infinite number of parameters for exact description, it can be well approximated using Euler Arc Splines which use only six of them. In this letter, we first show the accuracy of this representation by fitting the Euler Arc splines directly to experimentally measured robot shapes. Additionally, we propose a 3D static model that can account for gravity, friction and tip forces. We demonstrate the utility of using efficient parameterization by analyzing the computation time of the proposed model and then, using it to propose a hybrid model that combines physics-based model with observed data. The average tip error for the Euler arc spline representation is 0.43% and the proposed static model is 3.25% w.r.t. robot length. The average computation time is 0.56 ms for nonplanar deformations for a robot with ten disks. The hybrid model reduces the maximum error predicted by the static model from 8.6% to 5.1% w.r.t. robot length, while using 30 observations for training.Show less >
Show more >Due to the compliance of tendon-driven continuum robots, carrying a load or experiencing a tip force result in variations in backbone curvature. While the spatial robot configuration theoretically needs an infinite number of parameters for exact description, it can be well approximated using Euler Arc Splines which use only six of them. In this letter, we first show the accuracy of this representation by fitting the Euler Arc splines directly to experimentally measured robot shapes. Additionally, we propose a 3D static model that can account for gravity, friction and tip forces. We demonstrate the utility of using efficient parameterization by analyzing the computation time of the proposed model and then, using it to propose a hybrid model that combines physics-based model with observed data. The average tip error for the Euler arc spline representation is 0.43% and the proposed static model is 3.25% w.r.t. robot length. The average computation time is 0.56 ms for nonplanar deformations for a robot with ten disks. The hybrid model reduces the maximum error predicted by the static model from 8.6% to 5.1% w.r.t. robot length, while using 30 observations for training.Show less >
Language :
Anglais
Popular science :
Non
Collections :
Source :
Files
- document
- Open access
- Access the document
- Hybrid_EAS_final_version.pdf
- Open access
- Access the document