Repository logo
Research Data
Publications
Projects
Persons
Organizations
English
Français
Log In(current)
  1. Home
  2. Publications
  3. Article de recherche (journal article)
  4. Computer vision of free-form 3D objects by geometric matching

Computer vision of free-form 3D objects by geometric matching

Author(s)
Hügli, Heinz
Schütz, Christian
Date issued
1996
In
Proceeding. Mecatronics, Europe-Asia congress on Mechatronics, 1996///1-5
Abstract
This paper presents a method to localize a mobile robot in a topological map. This work enters a navigation method developed for mobile robots, which basic idea is to represent the robot spatial knowledge by a topological map and to use the behavioral approach to control the robot moves between fixed positions of the environment known as self-positioning sites. A feature of this method is that each physically grounded site is represented by a node in the topological map, and the localization problem is to find the node-site correspondences. In the paper we develop and analyze a localization method based on vision that compares images taken by a robot-mounted camera with references images. Special considerations is given to noise rejection by making the method robust against environmental changes. The localization method is implemented on a Nomad 200 mobile robot. Presented localization results illustrate its performance and degree of robustness.
Publication type
journal article
Identifiers
https://libra.unine.ch/handle/20.500.14713/61781
File(s)
Loading...
Thumbnail Image
Download
Name

H_gli_Heinz_-_Computer_vision_of_free-form_3D_20090119.pdf

Type

Main Article

Size

397.88 KB

Format

Adobe PDF

Université de Neuchâtel logo

Service information scientifique & bibliothèques

Rue Emile-Argand 11

2000 Neuchâtel

contact.libra@unine.ch

Service informatique et télématique

Rue Emile-Argand 11

Bâtiment B, rez-de-chaussée

Powered by DSpace-CRIS

libra v2.1.0

© 2025 Université de Neuchâtel

Portal overviewUser guideOpen Access strategyOpen Access directive Research at UniNE Open Access ORCIDWhat's new