Dynamics of a physical SBT memristor-based Wien-bridge circuit

Stability and Chaotic Attractors of Memristor-Based Circuit with a Line of Equilibria

“…(6) Expression (5) indicates that the characteristic equation of Jacobi matrix J has a zero eigenvalue with corresponding eigenvector (0, 0, 0, 1) * , and three non-zero eigenvalues. Since the central manifold of each equilibrium p ∈ E is placed on the line of equilibria E, local dynamics of the nonlinear system near p is described by the local dynamics of linearized system (see, e.g.…”

Dynamics Analysis of Memristor Chaotic Circuit with Coexisting Hidden Attractors

“…Chua and Itoh proposed a new chaotic circuit which uses a memristor to replace the traditional Chua diode in Chuas circuit [14]. Some interesting dynamic phenomena were also observed in the memristor chaotic circuit [15][16][17][18]. For example, multistability is a common phenomenon in many nonlinear dynamical systems [19][20][21][22][23][24][25].…”

Dynamic Analysis of the Switched-Inductor Buck-Boost Converter Based on the Memristor

“…Similar to resistors, capacitors, and inductors, memristors are also two-terminal circuit elements, but are memristive. As the fourth circuit element, the memristor has become an important research field, due to its wide application, such as in the fields of memory [15][16][17][18], artificial intelligence computers [19,20], and electronic engineering [21][22][23][24][25][26][27][28][29][30][31][32]. In the electronic engineering field, memristor has been used in logic-based digital operations [21,22] and analog circuits [23][24][25][26]; memristors also have been used in reconfigurable analog circuits as programmable elements [27,28], as filter elements for signal processing [29,30], and in power converters as memristive loads [31,32].…”