International audienceIn this paper, we consider the control system Σ defined by the rolling of a stricly convex surface S on a plane without slipping or spinning. It is well known that Σ is completely controllable. The purpose of this paper is to present the numerical implementation of a constructive planning algorithm for Σ, which is based on a continuation method. The performances of that algorithm, both in robustness and convergence speed, are illustrated through two examples rolling of a flattened ball and an egg on the plane. ©2009 IEEE
This paper deals with the general formulation of the problem of a sphere rolling on an arbitrarily p...
International audienceThe nonholonomy exhibited by kinematic systems consisting of bodies rolling on...
A path planning algorithm for a spherical mobile robot rolling on a plane is presented in this paper...
International audienceIn this paper, we consider the control system Σ defined by the rolling of a st...
International audienceIn this paper, we address the issues of controllability and motion planning fo...
In this paper, we address the issue of motion planning for the control system L R that results from ...
Rolling between rigid surfaces in space is a well-known nonholonomic system, whose mathematical mode...
Rolling between rigid surfaces in space is a well-known nonholonomic system, whose mathematical mode...
In this paper, we consider planning motions of objects of regular shape rolling on a plane among obs...
The problem of manipulation by low-complexity robot hands is a key issue since many years. The perfo...
The rolling restraint system between two space rigid bodies is a typical non-holonomic system. The i...
The nonholonomic nature of rolling between rigid bodies can be exploited to achieve dextrous manipul...
Robotic manipulation by rolling contacts is an appealing method for achieving dexterity with relativ...
Pairs of bodies with regular rigid surfaces rolling onto each other in space form a nonholonomic sys...
We discuss a practical motion planning strategy based on a two-step approach. First, an approximatio...
This paper deals with the general formulation of the problem of a sphere rolling on an arbitrarily p...
International audienceThe nonholonomy exhibited by kinematic systems consisting of bodies rolling on...
A path planning algorithm for a spherical mobile robot rolling on a plane is presented in this paper...
International audienceIn this paper, we consider the control system Σ defined by the rolling of a st...
International audienceIn this paper, we address the issues of controllability and motion planning fo...
In this paper, we address the issue of motion planning for the control system L R that results from ...
Rolling between rigid surfaces in space is a well-known nonholonomic system, whose mathematical mode...
Rolling between rigid surfaces in space is a well-known nonholonomic system, whose mathematical mode...
In this paper, we consider planning motions of objects of regular shape rolling on a plane among obs...
The problem of manipulation by low-complexity robot hands is a key issue since many years. The perfo...
The rolling restraint system between two space rigid bodies is a typical non-holonomic system. The i...
The nonholonomic nature of rolling between rigid bodies can be exploited to achieve dextrous manipul...
Robotic manipulation by rolling contacts is an appealing method for achieving dexterity with relativ...
Pairs of bodies with regular rigid surfaces rolling onto each other in space form a nonholonomic sys...
We discuss a practical motion planning strategy based on a two-step approach. First, an approximatio...
This paper deals with the general formulation of the problem of a sphere rolling on an arbitrarily p...
International audienceThe nonholonomy exhibited by kinematic systems consisting of bodies rolling on...
A path planning algorithm for a spherical mobile robot rolling on a plane is presented in this paper...