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Advances in Chaos Theory and Intelligent Control by Ahmad Taher Azar

By Ahmad Taher Azar

The ebook studies at the most modern advances in and functions of chaos concept and clever regulate. Written through eminent scientists and energetic researchers and utilizing a transparent, matter-of-fact kind, it covers complex theories, tools, and functions in various examine parts, and explains key techniques in modeling, research, and keep an eye on of chaotic and hyperchaotic structures. issues contain fractional chaotic structures, chaos keep an eye on, chaos synchronization, memristors, jerk circuits, chaotic platforms with hidden attractors, mechanical and organic chaos, and circuit recognition of chaotic platforms. The ebook extra covers fuzzy good judgment controllers, evolutionary algorithms, swarm intelligence, and petri nets between different issues. not just does it give you the readers with chaos basics and clever control-based algorithms; it additionally discusses key purposes of chaos in addition to multidisciplinary ideas constructed through clever regulate. The ebook is a well timed and accomplished reference consultant for graduate scholars, researchers, and practitioners within the components of chaos idea and clever control.

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12 Nonlinear characteristic of type-N implementing with the circuit of Fig. 9745 V By using the Multisim the values of the slopes (G a , G b ) and the breakpoints (E, −E) are given in Table 3. As it shown, the absolute values of the breakpoints are different due to the asymmetry of the memristors pinched hysteresis loop. This is one of another factor of complexity that the proposed nonlinear element gives to a circuit. Also, the values of the slopes (G a , G b ) of the proposed nonlinear element have been changed in comparison with the slopes produced by the nonlinear resistor of type-N, due to the adding in parallel with this of the memristor.

Meron E (2015) Nonlinear physics of ecosystems. CRC Press 45. Multu R, Karakulak E (2010) Emulator circuit of TiO2 memristor with linear dopant drift made using analog multiplier. In: National conference on electrical, electronics and computer engineering (ELECO), pp 380–384 46. Muthuswamy B (2010) Implementing memristor based chaotic circuits. Int J Bifurc Chaos 20(5):1335–1350 47. Muthuswamy B, Chua LO (2010) Simplest chaotic circuit. Int J Bifurc Chaos 20(5):1567–1580 48. Muthuswamy B, Kokate PP (2009) Memristor-based chaotic circuits.

Mainardi in his monograph [30] discussed the application of fractional calculus in linear viscoelasticity. Applications of this branch to bioengineering are discussed by Magin in [31]. Few more applications include signal processing [32, 33], image processing [34], image encryption [35–37], cryptography [38], control theory [39], thermodynamics [40] and nonlinear dynamics [41–43]. Chaotic fractional order systems can be used to generate reliable cryptographic schemes [44–46]. Different inequivalent definitions are provided by the researchers for FD in the literature.

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