ListarDivisión de Control y Sistemas Dinámicos por tema "Piecewise linear systems"
Mostrando ítems 1-6 de 6
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A class of Chua-like systems with only two saddle-foci of different type
(International Federation of Automatic Control, 2018)"Since the reported Chua’s system, several generalizations of this system have been presented, these approaches include new equilibria in order to obtain three or more scrolls in the attractor. One of these generalizations ... -
Analog electronic implementation of a class of hybrid dissipative dynamical system
(2016)"An analog electronic implementation by means of operational amplifiers of a class of hybrid dissipative systems in R3R3 is presented. The switching systems have two unstable hyperbolic focus-saddle equilibria with the ... -
Analysis of a class of complex system without equilibria via switched control law
(International Federation of Automatic Control, 2018)"In this article we introduce a new class of complex system without equilibria which exhibits a chaotic multiscroll attractor in each node. The number of scrolls in the attractor is determined by a switched control law to ... -
Bistable behavior via switching dissipative systems with unstable dynamics and its electronic design
(International Federation of Automatic Control, 2018)"In this work we present a design of a bistable system and its electronic circuit which is generated by a switching system. The switching system is comprised by dissipative subsystems with unstable dynamics based on the ... -
Hyperchaotic encryption based on multi-scroll piecewise linear systems
(2015)"A hyperchaotic multi-scroll piecewise linear system in R4 is binarized to generate a pseudo-random sequence which encrypt a grayscale image via symmetric-key algorithm. The sequence is analyzed throughout statistical tests ... -
Widening of the basins of attraction of a multistable switching dynamical system with the location of symmetric equilibria
(2017)"A switching dynamical system by means of piecewise linear systems in that presents multistability is presented. The flow of the system displays multi-scroll attractors due to the unstable hyperbolic focus-saddle equilibria ...