Matches in SemOpenAlex for { <https://semopenalex.org/work/W2787884616> ?p ?o ?g. }
- W2787884616 endingPage "401" @default.
- W2787884616 startingPage "375" @default.
- W2787884616 abstract "Recently, Leonov and Kuznetsov introduced a new class of nonlinear dynamical systems, which is called systems with hidden attractors, in contrary to the well-known class of systems with self-excited attractors. In this class, dynamical systems with infinite number of equilibrium points, with stable equilibria, or without equilibrium are classified. Since then, the study of chaotic systems with hidden attractors has become an attractive research topic because this new class of dynamical systems could play an important role not only in theoretical problems but also in engineering applications. In this direction, the proposed chapter presents the bidirectional and unidirectional coupling schemes between two identical dynamical chaotic systems with no-equilibrium points. As it is observed, when the value of the coupling coefficient is increased in both coupling schemes, the coupled systems undergo a transition from desynchronization mode to complete synchronization. Also, the simulation results reveal the richness of the coupled system’s dynamical behavior, especially in the bidirectional case, showing interesting nonlinear dynamics, with a transition between periodic, quasiperiodic and chaotic behavior as the coupling coefficient increases, as well as synchronization phenomena, such as complete and anti-phase synchronization. Various tools of nonlinear theory for the study of the proposed coupling method, such as bifurcation diagrams, phase portraits and Lyapunov exponents have been used." @default.
- W2787884616 created "2018-03-06" @default.
- W2787884616 creator A5012257593 @default.
- W2787884616 creator A5029973339 @default.
- W2787884616 creator A5033892060 @default.
- W2787884616 creator A5034196986 @default.
- W2787884616 creator A5061639181 @default.
- W2787884616 date "2018-01-01" @default.
- W2787884616 modified "2023-09-25" @default.
- W2787884616 title "Synchronization Phenomena in Coupled Dynamical Systems with Hidden Attractors" @default.
- W2787884616 cites W101544265 @default.
- W2787884616 cites W180010315 @default.
- W2787884616 cites W1967332757 @default.
- W2787884616 cites W1970442252 @default.
- W2787884616 cites W1970954629 @default.
- W2787884616 cites W1972634840 @default.
- W2787884616 cites W1975902535 @default.
- W2787884616 cites W1978554830 @default.
- W2787884616 cites W1990987436 @default.
- W2787884616 cites W1991794210 @default.
- W2787884616 cites W1995494079 @default.
- W2787884616 cites W1998045598 @default.
- W2787884616 cites W2000384583 @default.
- W2787884616 cites W2001779779 @default.
- W2787884616 cites W2001819675 @default.
- W2787884616 cites W2009483907 @default.
- W2787884616 cites W2012578401 @default.
- W2787884616 cites W2013440826 @default.
- W2787884616 cites W2016413807 @default.
- W2787884616 cites W2021501407 @default.
- W2787884616 cites W2021685010 @default.
- W2787884616 cites W2024936009 @default.
- W2787884616 cites W2025118983 @default.
- W2787884616 cites W2026770234 @default.
- W2787884616 cites W2027949855 @default.
- W2787884616 cites W2030374314 @default.
- W2787884616 cites W2030374438 @default.
- W2787884616 cites W2040069863 @default.
- W2787884616 cites W2041638382 @default.
- W2787884616 cites W2043260105 @default.
- W2787884616 cites W2044729063 @default.
- W2787884616 cites W2048646359 @default.
- W2787884616 cites W2050828601 @default.
- W2787884616 cites W2053111047 @default.
- W2787884616 cites W2054149184 @default.
- W2787884616 cites W2054402839 @default.
- W2787884616 cites W2061695646 @default.
- W2787884616 cites W2064645847 @default.
- W2787884616 cites W2065200229 @default.
- W2787884616 cites W2065437660 @default.
- W2787884616 cites W2069183033 @default.
- W2787884616 cites W2075348735 @default.
- W2787884616 cites W2079752621 @default.
- W2787884616 cites W2081948264 @default.
- W2787884616 cites W2082574814 @default.
- W2787884616 cites W2084833892 @default.
- W2787884616 cites W2090873823 @default.
- W2787884616 cites W2093627340 @default.
- W2787884616 cites W2093856783 @default.
- W2787884616 cites W2102484683 @default.
- W2787884616 cites W2104555619 @default.
- W2787884616 cites W2105145864 @default.
- W2787884616 cites W2117728279 @default.
- W2787884616 cites W2119566600 @default.
- W2787884616 cites W2125768404 @default.
- W2787884616 cites W2127699970 @default.
- W2787884616 cites W2128995499 @default.
- W2787884616 cites W2141662965 @default.
- W2787884616 cites W2156564187 @default.
- W2787884616 cites W2164315701 @default.
- W2787884616 cites W2169982364 @default.
- W2787884616 cites W2170234221 @default.
- W2787884616 cites W2172361296 @default.
- W2787884616 cites W2196073478 @default.
- W2787884616 cites W2219180051 @default.
- W2787884616 cites W2261633607 @default.
- W2787884616 cites W2289530339 @default.
- W2787884616 cites W2322815027 @default.
- W2787884616 cites W2335741347 @default.
- W2787884616 cites W2346598424 @default.
- W2787884616 cites W2396613168 @default.
- W2787884616 cites W2419264128 @default.
- W2787884616 cites W2460162024 @default.
- W2787884616 cites W2460205926 @default.
- W2787884616 cites W2466873868 @default.
- W2787884616 cites W2470886189 @default.
- W2787884616 cites W2471646439 @default.
- W2787884616 cites W2472753074 @default.
- W2787884616 cites W2483948497 @default.
- W2787884616 cites W2486971680 @default.
- W2787884616 cites W2496600137 @default.
- W2787884616 cites W2497008666 @default.
- W2787884616 cites W2502071389 @default.
- W2787884616 cites W2503005566 @default.
- W2787884616 cites W2560550612 @default.
- W2787884616 cites W2585787607 @default.
- W2787884616 cites W2586746499 @default.
- W2787884616 cites W2592145602 @default.