Nonlinear Dynamics of Electronic Systems

Nonlinear Dynamics of Electronic Systems

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This volume collects together state-of-the-art contributions to the IEEE workshop on Nonlinear Dynamics of Electronic Systems. Contents:Applications of Chaotic Signal Processing Techniques to Multimedia Watermarking (N Nikolaidis et al.)Return Times and Mixing Properties (S Isola)Some Applications of Nonlinear Methods to Analysis and Design of Analog Circuits (M Ogorzalek)The Formulation of the Fundamental Matrix of a Second-Order Filter with Syllabic Companding Using Dynamic Eigenpairs (M de Anda et al.)Rake-Receivers for Chaos-Based Asynchronous DS-CDMA (G Mazzini et al.)Traffic Modeling and Queueing Performance Analysis Using Chaotic Maps (R J MondragA³n et al.)Performance of CSMA Systems with Hidden Terminals and Capture Effects for Poisson and Self-Similar Traffics (M K Shahin et al.)Investigation of Spatio-Temporal Phenomena on Chaotic Oscillators Using Wien-Bridge Oscillator Coupled by One Resistor for Comparison with GCM (H Sekiya et al.)Chaotic Dynamics of Frequency Controlled Oscillator (A S Kuznetsov)Generic RC Realizations of Chua's Circuit (A S Elwakil a M P Kennedy)Kalman Filtering of Strange Attractors (O De Feo a T Schimming)Elaboration of System Specification for a WLAN FM-DCSK Telecommunications System (M P Kennedy a G Kis)Study of Existence of True Trajectories in the Dynamics of a Driven Circuit (S Mitrea)Suppression of Spatio-Temporal Chaos in Excitable Media (G V Osipov)Flash A/D Conversion Based on Wave Propagation: Parameter's Effect on Performance (K Doris et al.)Efficient Coding and Control in Canonical Neocortical Microcircuits (R Stoop)and other papers Readership: Researchers in nonlinear science, chaos, dynamical systems, control theory, electrical a electronic engineering and systems engineering. Keywords:xpressions (18) for z and w, the expression (19) for he non-linearity, the definition of the projection Arperators P and (?-?) ... 2*) a€“ 2, , oo ReMoss) Ross) - (24c) a#39;Tzo, aquot;7 msw (j)r, G) Balancing the terms of first-order in e in (23c), we get Hm.1 = L. (jm) F.o (25) Higher-order ... modelling the BJT as a purely resistive threeterminal operating in the forward active and cut-off regions and neglecting the base current.

Title:Nonlinear Dynamics of Electronic Systems
Author: Gianluca Setti, Gianluca Mazzini, Riccardo Rovatti
Publisher:World Scientific - 2000-05-08

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