This site is a copy of E-CHAOEH-9-024903
ARTICLE INFORMATION: E-CHAOEH-9-024903
Journal: CHAOS, September 1999, Vol. 9, No. 3
Authors: Bernd Krauskopf and Hinke Osinga
Title: Two-dimensional global manifolds of vector fields

DEPOSIT INFORMATION - MULTIMEDIA-
Description: 10MB
Total No. of Files: 5
Filenames: .message README.HTML README.TXT arneodo/ lorenz/
Filetypes: html gif animated gif

Two-dimensional global manifolds of vector fields

Bernd Krauskopf and Hinke Osinga

Abstract

This directory contains a multimedia supplement of color figures and animations for the above paper in CHAOS 9(3) (1999). Shown are the stable manifold of the origin spiralling into the Lorenz atractor, and an unstable manifold in the zeta^3 model converging to a limit cycle.

Animations of manifolds in the Lorenz system
Animations of manifolds in the zeta^3 model

Contact Information:

Hinke Osinga
Control & Dynamical Systems 107-81
California Institute of Technology
1200 East California Boulevard
Pasadena, CA 91125

email: hinke@cds.caltech.edu


From January 2000:

Hinke Osinga
School of Mathematical Sciences
Laver Building
University of Exeter
Exeter EX4 4QE
United Kingdom

Created by Hinke Osinga
Last modified: Fri Feb 5 19:11:45 1999