musique contemporaine

Ircam - articles scientifiques notice originale

Convergence radius and guaranteed error bound for the Volterra series expansion of finite dimensional quadratic systems

Type

text
 

Genre(s)

article
 

Forme(s)

document numérique
 

Accès sur site

  • Version numérique intégrale de l'article
 

Cette ressource est disponible chez l'organisme suivant : Ircam - Centre Pompidou

Identification

Titre

Convergence radius and guaranteed error bound for the Volterra series expansion of finite dimensional quadratic systems
 

Nom(s)

Helie, Thomas (auteur)
 
Laroche, Béatrice (auteur)
 

Publication

Ajaccio, Corsica, France, , 2008
 

Description

Résumé

In this paper, the Volterra series decomposition of a class of quadratic, time invariant single-input finite dimensional systems is considered. These systems are represented using Volterra series. An explicit and computable lower bound of the radius of convergence is obtained. Moreover, guaranteed error bounds in Loo(R+) are given for the truncated series. These results are illustrated on numerical simulations performed on academic examples.
 

Note(s)

Contribution au colloque ou congrès : Mediterranean Conference on Control and Automation
 

Localisation

Envoyer la notice

Bookmark and Share 
 

Identifiant OAI

 

Date de la notice

2010-02-25 01:00:00
 

Identifiant portail

 

Contact