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Titlebook: Speicherprogrammierbare Steuerungen; Praxisnahe Aufgaben Werner Braun Textbook 2005Latest edition Friedr. Vieweg & Sohn Verlag/GWV Fachver

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ion and contribute to better understand the complicated dynamics of the considered systems, in particular concerning the existence of periodic orbits and invariant tori and the emergence of chaotic behavior. The periodic orbits are studied using the Averaging Theory while the invariant tori are prov
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Werner Braunplications, to name a few. In the following, we wish to highlight some of the exciting technological possibilities/real world applications such as.just to indicate the potentialities and to give a flavour of the developing technologies. The list is by no means exhaustive and it is only indicative of
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Werner Braunrongly nonlinear methods are developed in several chapters of this book based on the idea ofnon-smooth time substitutions.Although most of the illustrations are based on mechanical oscillators, the area of applications may include also electric, electro-mechanical, electrochemical and other physical
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rony in neuronal networks, laser synchronization, control of chaotic systems, and the study of transient dynamics in biological.· Includes a study of self-organized regularity in long-range systems.· Explains use of Levenstein‘s distance for measuring lexical evolution rates.
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., depending on one real parameter ., which present chaotic behavior even without having any equilibrium point, for suitable choices of the parameter .. In that paper, such systems are denoted by NE. to NE.. As these systems have no equilibrium points, a natural question arises: how chaotic motion
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Werner Braun such as bifurcations, chaos, controlling, synchronization, integrability, solitons, patterns and so on in the previous fifteen chapters. We have also seen from time to time various physical applications in which nonlinear dynamical systems naturally arise and exhibit one or other or many of the abo
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