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Titlebook: Advanced, Contemporary Control; Proceedings of KKA 2 Andrzej Bartoszewicz,Jacek Kabziński,Janusz Kacprz Conference proceedings 2020 Springe

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2194-5357 cludes the proceedings of the 20th Polish Control ConferenceThis book presents the proceedings of the 20th Polish Control Conference. A triennial event that was first held in 1958, the conference successfully combines its long tradition with a modern approach to shed light on problems in control eng
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https://doi.org/10.1007/978-3-642-57626-3s constraints for the whole regulation time. The sufficient condition guaranteeing the fastest, finite-time, monotonic convergence of the representative point to the predefined switching hyperplane in the presence of given limitations was stated and formally proved.
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https://doi.org/10.1007/978-3-642-57626-3ear and non-linear systems are considered. Sliding surfaces are defined by equations involving the state of the system and the expected trajectory. Finite-time stability of the corresponding closed-loop systems is proved via Lyapunov stability theory. Applications of the designed controllers are illustrated on automotive control systems.
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Heterotopic Calcification and Ossification,onal transfer function matrix. The considerations are illustrated with a parallel-flow double-pipe heat exchanger. The frequency and impulse responses obtained from its original irrational transfer functions are compared with those calculated from its rational approximations of different orders.
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https://doi.org/10.1007/978-3-540-69870-8tained on-line based on the input and output signal measurements. The model can be used for predicting molten glass temperature changes in the real forehearth. For the first time, the results obtained by the MFM are compared with the simulation results for the partial differential equation model and with the real process data.
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https://doi.org/10.1007/978-3-642-57626-3r equation, and provide some indication for the general observer design procedure. The results partly extend and generalize the classical approach to linear observer design. The one-dimensional heat equation is considered as an example.
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