International audienceIn this paper, we extend the globally convergent steering algorithm for regular nonholonomic systems presented in [7] to a much larger class of systems which contain singularities. This extension is based on the construction of a continuous first order approximation of the control system. We also propose an exact motion planning method for nilpotent systems. The method makes use of sinusoidal control laws and generalizes the algorithm presented in [12] for steering chained-form systems. It gives rise to C1 trajectories, then makes easy dynamical extension. ©2009 IEEE
The problem of motion planning for nonholonomic dynamic systems is studied. A model for nonholonomic...
We present a framework for the stabilization of nonholonomic systems that do not possess special pro...
Abstract — This paper proposes a simple numerical technique for the steering of arbitrary analytic s...
International audienceIn this paper, we extend the globally convergent steering algorithm for regula...
We present a steering algorithm for regular - i.e., without singularities - nonholonomic systems whi...
In this paper, we present an iterative steering algorithm for nonholonomic systems (also called drif...
In this paper, we present an iterative steering algorithm for nonholonomic systems (also called drif...
Methods for steering systems with nonholonomic constraints between arbitrary configurations are inve...
We propose a general strategy for solving the motion planning problem for real analytic, controllabl...
In this paper we derive control algorithms for a class of dynamic nonholonomic steering problems, ch...
The authors present a control law for globally asymptotically stabilizing a class of controllable no...
Methods for steering systems with nonholonomic constraints between arbitrary configurations are inve...
Abstract—We present a framework for the stabilization of non-holonomic systems that do not possess s...
This paper proposes a simple numerical technique for the steering of arbitrary analytic systems with...
We deal with motion planning problems for nonholonomic systems. Our approach is based on optimal con...
The problem of motion planning for nonholonomic dynamic systems is studied. A model for nonholonomic...
We present a framework for the stabilization of nonholonomic systems that do not possess special pro...
Abstract — This paper proposes a simple numerical technique for the steering of arbitrary analytic s...
International audienceIn this paper, we extend the globally convergent steering algorithm for regula...
We present a steering algorithm for regular - i.e., without singularities - nonholonomic systems whi...
In this paper, we present an iterative steering algorithm for nonholonomic systems (also called drif...
In this paper, we present an iterative steering algorithm for nonholonomic systems (also called drif...
Methods for steering systems with nonholonomic constraints between arbitrary configurations are inve...
We propose a general strategy for solving the motion planning problem for real analytic, controllabl...
In this paper we derive control algorithms for a class of dynamic nonholonomic steering problems, ch...
The authors present a control law for globally asymptotically stabilizing a class of controllable no...
Methods for steering systems with nonholonomic constraints between arbitrary configurations are inve...
Abstract—We present a framework for the stabilization of non-holonomic systems that do not possess s...
This paper proposes a simple numerical technique for the steering of arbitrary analytic systems with...
We deal with motion planning problems for nonholonomic systems. Our approach is based on optimal con...
The problem of motion planning for nonholonomic dynamic systems is studied. A model for nonholonomic...
We present a framework for the stabilization of nonholonomic systems that do not possess special pro...
Abstract — This paper proposes a simple numerical technique for the steering of arbitrary analytic s...