Download A Practical Guide for Studying Chua's Circuits (Nonlinear by Recai Kilic PDF

By Recai Kilic

Self sustaining and nonautonomous Chua's circuits are of designated importance within the research of chaotic procedure modeling, chaos-based technological know-how and engineering purposes. on the grounds that and software-based layout and implementation ways might be utilized to Chua's circuits, those circuits also are first-class educative versions for learning and experimenting nonlinear dynamics and chaos. This publication not just offers a set of the author's released papers on layout, simulation and implementation of Chua's circuits, it additionally offers a scientific method of working towards chaotic dynamics.

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Read Online or Download A Practical Guide for Studying Chua's Circuits (Nonlinear Science, Series a) (World Scientific Series on Nonlinear Science: Series a) PDF

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Additional resources for A Practical Guide for Studying Chua's Circuits (Nonlinear Science, Series a) (World Scientific Series on Nonlinear Science: Series a)

Example text

Dx(1) = alpha*(x(2)-x(1)-f); % dx(1) represents dx . dτ dx(2) = x(1)-x(2)+x(3); % dx(2) represents dy . dτ dz dx(3) = -beta*x(2); % dx(3) represents d τ . According to these numerical simulations, the circuit’s chaotic dynamics and double-scroll attractors are shown in Fig. 2. These numerical solutions can be compared with the former results obtained from PSPICE simulations and laboratory experiments presented in the first chapter. 3 MATLAB executing file for Chua’s circuit. m”—Executing file [t, x] = ode45('chuaequation', [0 100], [0 0 1]); % executes ode45 solver.

7(a) showing chaotic dynamics, chaotic attractor and dc characteristic of nonlinear function block. A Practical Guide for Studying Chua’s Circuits 51 (a) (b) Fig. 9 SIMULINK simulation results of Chua’s circuit model in Fig. 7(b) showing chaotic dynamics, chaotic attractor and dc characteristic of nonlinear function block.

22 in the form of four experimental configurations. 2 kΩ, and we configured the rest of the circuit parameters as four configurations to demonstrate the circuit’s behavior at different frequency ranges. This implementation uses only an AD844-type CFOA as the active element. Due to the use of CFOAs for synthetic inductor and nonlinear resistor, all the state variables VC1, VC2 and iL are made available in a direct manner, and a buffered voltage output is also available. 7 kΩ, we determined the circuit parameters in Fig.

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