Chaotic dynamics of a new 7D memristor-based generator: computer modeling and circuit design
The paper introduces a new seven-dimensional (7D) chaotic system based on a memristor emulator created using a hyperbolic tangent function. This system is derived from a six-dimensional (6D) dynamic system of equations that describes the process of magnetic field generation, serving as an alternative to the Rikitake dynamo, which explains the inversion of the magnetic field of the Earth and other celestial bodies. The study analyzes the stability of equilibrium points in the new dynamical system. The Lyapunov exponents spectrum and the Kaplan–Yorke dimension are calc