Mathematics (Jan 2023)

A Switchable Chaotic Oscillator with Multiscale Amplitude/Frequency Control

  • Zhoubin Sheng,
  • Chunbiao Li,
  • Yikai Gao,
  • Zhinan Li,
  • Lin Chai

DOI
https://doi.org/10.3390/math11030618
Journal volume & issue
Vol. 11, no. 3
p. 618

Abstract

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For the wide frequency spectrum of chaotic signals, it is difficult to realize chaotic signal conditioning. Therefore, researchers turn to the exploration of chaotic systems with independent non-bifurcation control for easy chaos modification. In this paper, a system with only one non-quadratic term is modified for providing multiscale amplitude/frequency control. By adjusting the feedback with an odd higher degree term, a switchable chaotic oscillator is obtained, which provides the different scales of amplitude/frequency control with the chaotic signal. Multisim-based circuit simulation shows the efficiency and convenience of chaotic signal control.

Keywords