International audienceThis paper presents an error modeling of an odometry system for a synchronous-drive system and a possible strategy for evaluating this error. The odometry error is modeled by introducing four parameters characterizing its systematic and nonsystematic components (translational and rotational). The nonsystematic errors are expressed in terms of a covariance matrix, which depends on both the previous four parameters and the path followed by the mobile robot. In contrast to previous approaches which require assuming a particular path (straight or circular) in order to compute this covariance matrix, here general formulas are derived. We suggest a possible strategy for simultaneously estimating the four model parameters. As...
The synchronous drive system, with its design and kinematics, is a promising drive system. The drive...
Abstract. This paper presents an analysis of odometry errors in over-constrained mobile robots, that...
Odometry can be modelled as a nonlinear dynamical system. The linearized error propagation equations...
This paper presents both an error modeling of an odometry system for a synchronous drive system and ...
This paper presents an error modeling of an odometry system for a synchronous-drive system and a pos...
International audienceThis paper presents an error modeling of an odometry system for a synchronous-...
This paper focuses on issues of odometry for the special case of synchronous drive wheeled mobile ro...
The odometry error of a mobile robot contains both sys- tematic and non-systematic components. The f...
This paper presents the key steps involved in the design, calibration and error modelling of a low c...
This technical report develops a simple statistical error model for estimating position and orientat...
All mobile bases suffer from localization errors. Previous approaches to accommodate for localizatio...
Mobile robot localisation has been, and continues to be, a very active research area. Estimating the...
Mobile robot localisation has been, and continues to be, a very active research area. Estimating the...
Being able to navigate accurately is one of the fundamental capabilities of a mobile robot to effect...
Being able to navigate accurately is one of the fundamental capabilities of a mobile robot to effect...
The synchronous drive system, with its design and kinematics, is a promising drive system. The drive...
Abstract. This paper presents an analysis of odometry errors in over-constrained mobile robots, that...
Odometry can be modelled as a nonlinear dynamical system. The linearized error propagation equations...
This paper presents both an error modeling of an odometry system for a synchronous drive system and ...
This paper presents an error modeling of an odometry system for a synchronous-drive system and a pos...
International audienceThis paper presents an error modeling of an odometry system for a synchronous-...
This paper focuses on issues of odometry for the special case of synchronous drive wheeled mobile ro...
The odometry error of a mobile robot contains both sys- tematic and non-systematic components. The f...
This paper presents the key steps involved in the design, calibration and error modelling of a low c...
This technical report develops a simple statistical error model for estimating position and orientat...
All mobile bases suffer from localization errors. Previous approaches to accommodate for localizatio...
Mobile robot localisation has been, and continues to be, a very active research area. Estimating the...
Mobile robot localisation has been, and continues to be, a very active research area. Estimating the...
Being able to navigate accurately is one of the fundamental capabilities of a mobile robot to effect...
Being able to navigate accurately is one of the fundamental capabilities of a mobile robot to effect...
The synchronous drive system, with its design and kinematics, is a promising drive system. The drive...
Abstract. This paper presents an analysis of odometry errors in over-constrained mobile robots, that...
Odometry can be modelled as a nonlinear dynamical system. The linearized error propagation equations...