Titlebook: Controlling Delayed Dynamics; Advances in Theory, Dimitri Breda Book 2023 CISM International Centre for Mechanical Sciences 2023 Delay Equ

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https://doi.org/10.1007/978-3-663-05152-7ension is often the only chance. Numerical collocation via pseudospectral techniques recently emerged as an efficient solution. In this part we analyze the application of these methods to discretize the evolution family associated to linear problems. The focus is on local stability of either equilib

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https://doi.org/10.1007/978-3-663-05153-4ced by the delay, seen as a ., on the dynamical behavior. More precisely, we propose a . for treating the problem, and the stability problem is reformulated in terms of properties of frequency-sweeping curves. The presentation is teaching-oriented and focuses more on discussing the main ideas of the

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,Zusammenfassung und Schlußfolgerungen,al systems in presence of delays. The presentation is as simple as possible, focusing more on the main intuitive (algebraic, geometric) ideas to develop theoretical results, and their potential use in practical applications. To fix better the ideas, scalar and second-order examples are largely discu

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Der Kapitalbedarf der Textilindustrie,y, as implemented for example in the package DDE-BIFTOOL, can be applied to the study of delay differential equations (DDEs) arising in applications, including those that feature state-dependent delays. We discuss the present capabilities of the most recent release of DDE-BIFTOOL. They include the n

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https://doi.org/10.1007/978-3-663-05154-1iques, such as eigenvalue computations, solving Lyapunov matrix equations, eigenvalue perturbation theory and eigenvalue optimization. The methods are particularly suitable for the design of structured controllers, as they rely on a direct optimization of stability, robustness and performance indica

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https://doi.org/10.1007/978-3-663-05155-8ntrol framework. The dynamics of the individual subsystems are described by identical linear time-invariant delay differential equations and the effect of transport and communication delay is explicitly taken into account. The presented method is based on the result that, under a particular assumpti

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https://doi.org/10.1007/978-3-663-05155-8from the rotating workpiece by a tool. Vibrations of the tool are copied on the workpiece’s surface and, after one revolution, the tool cuts this wavy surface. This phenomenon is called surface regeneration and the equations governing the vibrations are delay differential equations where the time de

闪光东本

Neue Wege der Wirtschaftsprüfungion time delay. As in many control systems, time delay sets limitation to performance during balancing tasks. Human subjects cannot balance an arbitrarily short stick on the fingertip, because a short stick falls faster than the time needed to make a corrective motion. Also, increased reaction time

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https://doi.org/10.1007/978-3-031-01129-0Delay Equations; Time-Delay Systems; Stability Analysis; Differential Equations; Numerical Analysis; Bifu

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