Nonlinear Dynamics, Chaos, Control and Their Applications to Engineering Sciences.
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1 J.M. Balthazar, I'.B. Connives, R. M.F.L.R.F. Brasil, I.L. Caldas, F.RB. Rizatto. Editors. ISBN : Nonlinear Dynamics, Chaos, Control and Their Applications to Engineering Sciences. Vol. 5: Chaos, Control and Time Series Jose M. Balthazar, Paulo B. Goncalves, Reyolando M. F. L. R. F. Brasil, Ibere L. Caldas, Felipe B. Rizatto Editors. Published by Brazilian Society of Mechanical Sciences (ABCM) American Academy of Mechanics (AAM) Brazilian Society of Applied and Computational Mathematics (SBMAC) Societa Italiana di Matematica Aplicata e Industriaie (SIMAI) 2002 UB/TIB Hannover X
2 .I.M. Balthazar. I'.B. Connives, R. M.F.L.R.F. Brasil, I.L. Caldas, F.RB. Rizatto, Editors. ISBN : Chapter 1: Synchronization Contents Modeling Stock Market Through Recurrence : 1-5 M. S. Baptista and I. L. Caldas Full-connected Three Node Phase-Locked Loop Network : 6-18 Chua's Circuit Control and Synchronization via Linear State Feedback: LA. B. Torres, L. A. Aguirre and R. R. Saldanha Uniform Invariance Principle and Synchronization. Robustness with Respect to Parameter Variation: H. M. Rodrigues, L. F. C. Alberto and N. G. Bretas Two-Frequency Torus Breakdown in the Driven Matsumoto-Chua Electronic Circuit: E. P. dos Santos, I. L. Caldas, M. S. Baptista Synchronization in Lattices of Coupled Circle Maps: S. E. de Souza and R. L. Viana Calculating the Capture Range for a General Phase-Locked Loop: Bifurcation Detection Through the Root-locus Method: Memory Storage in Coupled Weakly Nonlinear Map Lattices with External Input: A. M. Batista, R. L. Viana and S. R. Lopes Obstructions to Modeling of Chaotic Systems: R. L. Viana and C. Grebogi Chaotic Itinerancy in Noisy Multistable Systems: U. Feudel and S.Kraut Synchronization Chaos and Hyperchaos in a Self-Excited System Under Parametric and External Excitation: J. Warminski
3 J.M. Balthazar. P.B. Cionfalves, R. M.F.L.R.F. Brasil, IX. Caldas, F.RB. Rizatto, Editors. ISBN : Using Symbolic Dynamics to Target Nonlinear Systems: A. Rodrigues and I. L. Caldas Chapter 2: Nonlinear Dynamics Comparison of Displacement Versus Natural Variables for the Numerical Simulation of a String Pendulum: P. W. Matzl, M. Auzinger, A. Steindl andh. Troger Nonlinear Dynamics and Control of a Shuttle Tanker: J.R. de Souza Ji; H.M. Morishita, C.G. Fernandes and B.J.J. Cornet Bearing Misalignments in Rotor Systems: Theoretical Models and Numerical Results: TV. Bachschmid, P.Pennacchi and E. Tanzi On Numerical Simulations of a Magnetoelastic Dynamical Systems: S.A. David, J. M. Rosario, andj. Machado. A Modal Approximation of the Dynamics of Imperfection Sensitive Structural Elements: D. M. San tee and P. B. Goncalves Multiple-scale Technique Applied to the Evaluation of Non-linear Normal Modes: C. E. N. Mazzilli, M. E. S. Soares and O. G. de P. Baracho Neto Chapter 3: - Power Systems Simulation of Voltage Stability Scenarios in Time Domain: J. E. O. Pessanha Dynamical System Stability Analysis Employing Energy Functions: H. O. Ferrari, G. C. Guimaraes, E. P. Teixeira Influence of Induction Generators on Power System Transient Stability: C. L. Souza, L. M. Neto, G. C. Guimaraes and A. J. Moraes Self-Modulated Oscillations: An Example of Neimark Bifurcation: Y. Burian Jr. and A. C. C. Lyra Chapter 4: Chaos A Study of Transition from Order to Chaos: The Behavior of the Wake of a
4 .I.M. Balthazar, P.B. Connives. R. M.F.L.R.F. Brasil, IX. Caldas, F.RB. Kizatto. Editors. ISBN : Rectangular Cylinder: T. Dias Jr., C. Lindquist, H. N. Cambraia and E. R. Woiski Investigation of Chaotic Behavior in Emission of Gravitational Waves from the Henon-Heiles System: H. Piccoli and F. Kokubun Mixing in a Chaotic Fluid Flow: F. H. Palkulino, I. L. Caldas, G. Corso Nonlinear Prediction of an Experimental Chaotic Time Series: The Behavior of the Wake of a Rectangular Cylinder: T. Dias Jr., C. Lindquist, H. N. Cambraia and E. Rocha Solitons and Chaos Exhibited by Flexible Plates Sinusoidally Excited: /. Awrejcewicz, A. Krysko, V. Krysko and A. Vakakis Bifurcation and Homoclinic Chaos in a Mechanical System With Dry Friction: B. R. PontesJR, V. A. Oliveira and J.M. Balthazar Controlling Chaotic Behavior in a Mechanical System With Impacts: S. L. T. de Souza and I. L. Caldas Control and Migration in the Matsumoto-Chua Circuit: E. P. dos Santos, M. S. Baptista and I. L. Caldas Chaotic and Regular Behavior of Impacting Oscillators: K. Czolczynski, B.Blazejczyk-Okolewska and T. Kapitaniak Estimating Fractal Dimension From Time Series: Case Study of Nonlinear Pendulum: L. F. Penna Franca and M. A. Savi On the Time Series Determination of Lyapunov Exponents Applied to the Nonlinear Pendulum Analysis: L. F. Penna Franca and M. A. Savi Sudden Transition from Modulational Instability to Spatiotemporally Chaotic Regimes: G.J.L. Gerhardt and FB.Rizzato The Effect of Noise on Bursting in Maps with Symmetry; W. Chin, C. Grebogi and I. Kan
5 J.M. Balthazar, P.B. Gonfalvcs, R. M.FX.R.F. Brasil, IX. Caldas, F.RB. Rizatto, Editors. ISBN : Chapter 5: - Dynamics of Structures A Generalization of Bodine's Problem to the Case of an Orthotropic Circular Plate: Numerical Experiments: D. V. Bamhill, P. A. Laura, C. A. Rossit and G. P. Brizuela The State of Health of Mechanical Wire Ropes and Synthetic Cables: Known Facts and Unresolved Problems: P. A. A. Laura Methods for Nonlinear Structural Analysis in the Frequency Domain : F Vcnancio Filho Numerical Modeling of the Nonlinear Whirling of Rods: F. C. C. Huichala, R. Sampaio and F A. Rochinha On Detection of Structural Failure Using an Inverse Technique on Vibration: R. D. Jimenez, N. M. Kithl and L. de C Santos Wind Forces on a Freestanding Latticed Telecommunication Tower ; C. F CarrilJr., N. Isyumov andr. M.L.R.F. Brasil Chapter 6: Differential Equations Integral Transform Analysis of Non-Linear Diffusion Equations: F. S. Oliveira Filho, R. O. C. Guedes and F. Scofano Neto The Spatiotemporal Dynamics of the 4-Wave Interaction: R. Lopes and F. B. Rizzato Numerical and Dynamical Studies of Non-linear Des With Soliton Type Solutions via Wavelets: L. Alvarez, A. R. de Zdrate and R. Morante Bifurcation Equations and Parameter Continuation Method: A. T. Vladilen
6 J.M. Balthazar. P.B. Connives, R. M.FX.R.F. Brasil, IX. Caldas, F.RB. Rizatto, Editors. ISBN : Chapter 1: Synchronization Modeling Stock Market Through Recurrence : 1-5 M. S. Baptista and I. L. Caldas Full-connected Three Node Phase-Locked Loop Network : 6-18 Chua's Circuit Control and Synchronization via Linear State Feedback: L. A. B. Torres, L. A. Aguirre and R. R. Saldanha Uniform Invariance Principle and Synchronization. Robustness with Respect to Parameter Variation: H. M. Rodrigues, L. F. C. Alberto and N. G. Bretas Two-Frequency Torus Breakdown in the Driven Matsumoto-Chua Electronic Circuit: E. P. dos Santos, I. L. Caldas, M. S. Baptista Synchronization in Lattices of Coupled Circle Maps: S. E. de Souza and R. L. Viana Calculating the Capture Range for a General Phase-Locked Loop: Bifurcation Detection Through the Root-locus Method: Memory Storage in Coupled Weakly Nonlinear Map Lattices with External Input: A. M. Batista, R. L. Viana and S. R. Lopes Obstructions to Modeling of Chaotic Systems: R. L. Viana and C. Grebogi Chaotic Itinerancy in Noisy Multistable Systems: U. Feudal and S. Kraut Synchronization Chaos and Hyperchaos in a Self-Excited System Under Parametric and External Excitation: J. Warminski Using Symbolic Dynamics to Target Nonlinear Systems: A. Rodrigues and I. L. Caldas
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