location: Current position: Home >> Scientific research >> Paper achievements

STRANGE ATTRACTORS IN A PERIODICALLY PERTURBED LORENZ-LIKE EQUATION

Hits :

First Author : Chen, Fengjuan

Date of Publication : 2013-01-01

Journal : JOURNAL OF APPLIED ANALYSIS AND COMPUTATION

Affiliation of Author(s) : 数理与信息工程学院

Document Type : 期刊

Volume : Vol.3

Issue : No.2

Page Number : 123-132

ISSN : 2156-907X

Key Words : Homoclinic tangle;Henon-like attractor;rank one attractor;SRB measure

Abstract : This paper studies a periodically perturbed Lorenz-like equation. We obtain three types of attractors: (i) periodic sinks, (ii) Henon-like attractors, and (iii) rank one attractors. Among the three, (i) represent the stable dynamics of equation, and (ii)

Translation or Not : no

Pre One : EXACT TRAVELLING WAVE SOLUTIONS AND THEIR DYNAMICAL BEHAVIOR FOR A CLASS COUPLED NONLINEAR WAVE EQUATIONS

Next One : High-Order Melnikov Method for Time-Periodic Equations

Recommend this Article