By Ahmad Taher Azar
The booklet stories at the newest advances in and functions of chaos concept and clever keep watch over. Written through eminent scientists and lively researchers and utilizing a transparent, matter-of-fact sort, it covers complex theories, equipment, and purposes in a number of study parts, and explains key ideas in modeling, research, and keep an eye on of chaotic and hyperchaotic structures. subject matters comprise fractional chaotic structures, chaos keep an eye on, chaos synchronization, memristors, jerk circuits, chaotic structures with hidden attractors, mechanical and organic chaos, and circuit consciousness of chaotic structures. The e-book extra covers fuzzy good judgment controllers, evolutionary algorithms, swarm intelligence, and petri nets between different themes. not just does it give you the readers with chaos basics and clever control-based algorithms; it additionally discusses key functions of chaos in addition to multidisciplinary strategies built through clever regulate. The booklet is a well timed and entire reference consultant for graduate scholars, researchers, and practitioners within the components of chaos conception and clever control.
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Additional info for Advances in Chaos Theory and Intelligent Control
Example text
Chin Phys B 22(6):1–6 11. Bonchev DD, Rouvray D (2005) Complexity in chemistry, biology, and ecology, mathematical and computational chemistry. Springer, USA 12. Buscarino Fortuna L, Frasca M, Gambuzza LV, Sciuto G (2012) Memristive chaotic circuits based on cellular nonlinear network. Int J Bifurc Chaos 22(3):1250070 13. Chen Y, Jung G, Ohlberg D, Li X, Stewart D, Jeppesen J, Nielsen K, Stoddart J, Williams R (2003) Nanoscale molecular-switch crossbar circuits. Nanotechology 14(4):462–468 14. Chua LO (1994) Chua’s circuit 10 years later.
A Novel Design Approach of a Nonlinear Resistor … 21 Fig. 13 The schematic of the Lacy circuit implemented with the proposed nonlinear element N M The state equations of the Lacy circuit in normalized form are given by: dx = = y − f (x) dτ dy = −γ(x + y) + B sin Ωτ dτ (29) where, f (x) describes the i − υ characteristic of N-type of the proposed nonlinear element (N M ). 5(m a − m b ){|x + 1| − |x − 1|} (30) In systems equations (29), x = υC /E, y = Ri L /E, τ = t/RC, Ω = ω RC, γ = R 2 C/L , B = γV0 /E, m a = RG a , and m b = RG b , are the normalized variables and the systems parameters respectively.
T. Pham et al. 14. Barnerjee T, Biswas D, Sarkar BC (2012) Design and analysis of a first order time-delayed chaotic system. Nonlinear Dyn 70:721–734 15. Pham V-T, Volos C, Vaidyanathan S (2015b) Multi-scroll chaotic oscillator based on a firstorder delay differential equation. , Studies in computational intelligenceSpringer, Germany, pp 59–72 16. Vaidyanathan S, Azar AT (2015b) Analysis, control and synchronization of a nine-term 3-D novel chaotic system. , Studies in computational intelligenceSpringer, Germany, pp 19–38 17.