The realization of integrated devices determines unavoidable imperfections which are linked
to the manufacturing process, thus making them imperfect systems. Imperfection is not …

In this paper, we introduce a novel three-dimension chaotic system with strange
characteristic by applying construction of a 3D chaotic circuit method. Multiple equilibria and …

The topic of hidden attractors is a very hot topic in nonlinear dynamics. Multi-stability is
another important topic in that area. One recent important category of multi-stable systems is …

In this Tutorial Brief, an unconventional overview on the phenomenon of jump resonance in
nonlinear forced circuits and systems is presented. Instead of focusing on the analysis of its …

Free control of a chaotic signal means that its various aspects such as amplitude, frequency
and offset can be freely controlled, which is of great value for the application of chaotic …

In this paper, we introduce a new two dimensional nonlinear oscillator with infinite number of
coexisting asymmetric limit cycles and stable equilibria. Some of these attractors are self …

Simulation and experimental implementation have been applied to investigate a new
chaotic flow, which has a line of equilibria. The new chaotic flow is based on a general …

A novel fractional order dynamical system with a variable double-scroll attractor on a line,
lattice and 3D grid is introduced. This system belongs to a class of chaotic systems with …

In honor of his 75th birthday, we review the prominent works of Professor Julien Clinton
Sprott in chaos and nonlinear dynamics. We categorize his works into three important …

The microring resonator is a ubiquitous building block of optical integrated circuits. Owing to
its unique non-linear properties, it appears well-suited as a node in the realization of …