In this paper dual-quaternions are used to model a fully actuated rigid-body. A backstepping-controller that solves the trajectory tracking problem is derived and proved to provide uniform asymptotical stabilization of the error dynamics. Numerical simulations are provided where the controller is compared to existing dual-quaternion tracking controllers and it is shown to have similar performance
The unit quaternion is a pervasive representation of rigid-body attitude used for the design and ana...
International audienceBased on the dual-quaternion description, a smooth six-degree-of-freedom obser...
A method for backstepping control of rigid body motion is proposed. The control variables are torque...
We address the trajectory tracking problem for a fully actuated rigid-body with unknown mass and ine...
This paper presents a review of recent results in the field of dual quaternion based motion control....
This paper provides a unified solution for the attitude and position tracking problem of a rigid bod...
Copyright © 2013 IEEEPresented at European Control Conference (ECC), July 17-19, 2013, Zurich, Switz...
The adoption of the dual quaternion formalism to represent the pose (position and orientation) of a ...
This paper presents results on kinematic controllers for the stabilization of rigid body displacemen...
A hybrid feedback control scheme is proposed for stabilization of rigid body dynamics (pose and velo...
Copyright © 2013 by the authors. Published by the American Institute of Aeronautics and Astronautics...
This paper focuses on finding a dual quaternion solution to attitude and position control for multip...
The main contribution of this paper is the design of a unit dual quaternion-based attitude and posit...
Presented at American Control Conference, Washington, DC, June 17-19, 2013.In this paper, we suggest...
This paper presents a new quaternion-based attitude tracking controller. A general Lyapunov function...
The unit quaternion is a pervasive representation of rigid-body attitude used for the design and ana...
International audienceBased on the dual-quaternion description, a smooth six-degree-of-freedom obser...
A method for backstepping control of rigid body motion is proposed. The control variables are torque...
We address the trajectory tracking problem for a fully actuated rigid-body with unknown mass and ine...
This paper presents a review of recent results in the field of dual quaternion based motion control....
This paper provides a unified solution for the attitude and position tracking problem of a rigid bod...
Copyright © 2013 IEEEPresented at European Control Conference (ECC), July 17-19, 2013, Zurich, Switz...
The adoption of the dual quaternion formalism to represent the pose (position and orientation) of a ...
This paper presents results on kinematic controllers for the stabilization of rigid body displacemen...
A hybrid feedback control scheme is proposed for stabilization of rigid body dynamics (pose and velo...
Copyright © 2013 by the authors. Published by the American Institute of Aeronautics and Astronautics...
This paper focuses on finding a dual quaternion solution to attitude and position control for multip...
The main contribution of this paper is the design of a unit dual quaternion-based attitude and posit...
Presented at American Control Conference, Washington, DC, June 17-19, 2013.In this paper, we suggest...
This paper presents a new quaternion-based attitude tracking controller. A general Lyapunov function...
The unit quaternion is a pervasive representation of rigid-body attitude used for the design and ana...
International audienceBased on the dual-quaternion description, a smooth six-degree-of-freedom obser...
A method for backstepping control of rigid body motion is proposed. The control variables are torque...