Chaotic attractor of the normal form map for grazing bifurcations of impact oscillators

Volume: 398, Pages: 164 - 170
Published: Nov 1, 2019
Abstract
Grazing bifurcations can cause impact oscillators to exhibit chaotic motions. Such dynamical behaviour can be described by a normal form map (called the Nordmark map). A main feature of the Nordmark map is that it has a square-root term. The purpose of this paper is to study the structure of the chaotic attractor of the Nordmark map from the topological point of view. First, the trapping region of the asymptotic dynamics of the map is...
Paper Details
Title
Chaotic attractor of the normal form map for grazing bifurcations of impact oscillators
Published Date
Nov 1, 2019
Volume
398
Pages
164 - 170
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