BibSonomy :: bibtex  ::

tag user group author concept BibTeX key search:all search:dmartins
A blue social bookmark and publication sharing system.
tags · relations · groups · popular
help · blog · about
login · register
dmartins's BibTeX entry:  

Robust estimator design for forward kinematics solution of a Stewart platform.

J. Rob. Syst., 15(1): 29-42, 1998.
Authors: Ji-Yoon Kang and Dong Hwan Kim and Kyo-Il Lee
Description: robotica-bib
Tags: Lyapunov analysis; condition; cone-bound dynamics error nonlinearity; stability uncertainty;
Abstract: We propose a robust estimator design to solve the forward kinematics in 6 DOF motion bed (Stewart platform). The stability of the proposed estimator is proved via Lyapunov stability analysis, and the estimator guarantees practical stability. We introduce the estimator design algorithm which tackles the nonlinearity and uncertainty in the system, and present methods to select estimator gain. A cone-bound condition imposed on the error dynamics is discussed and adopted to prove the stability of the estimator.
| BibTeX  
@article{903.70006,
title = {Robust estimator design for forward kinematics solution of a {Stewart} platform. },
author = {Ji-Yoon Kang and Dong Hwan Kim and Kyo-Il Lee},
journal = {J. Rob. Syst.},
number = {1},
pages = {29-42},
volume = {15},
year = {1998},
description = {robotica-bib},
abstract = {We propose a robust estimator design to solve the forward kinematics in 6 DOF motion bed (Stewart platform). The stability of the proposed estimator is proved via Lyapunov stability analysis, and the estimator guarantees practical stability. We introduce the estimator design algorithm which tackles the nonlinearity and uncertainty in the system, and present methods to select estimator gain. A cone-bound condition imposed on the error dynamics is discussed and adopted to prove the stability of the estimator. },
language = {English}, classmath = {*70B15 Mechanisms},
keywords = {Lyapunov analysis; condition; cone-bound dynamics error nonlinearity; stability uncertainty; }
}