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

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https://doi.org/10.1007/978-3-642-57626-3It is shown that the S. predictor is a subclass of the Y. parameterization based generic two-degree of freedom controllers. Comparing the algorithms the application of the new approach is suggested.

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Advances in Intelligent Systems and Computinghttp://image.papertrans.cn/a/image/146446.jpg

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Pregnancy Associated Osteoporosis,nted. To this aim given system is decomposed onto two subsystems of smaller dimensions than the original one, i.e. onto slow and fast subsystems. It is shown that exponential stability conditions for the system do not depend on small parameter.

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Heterotopic Calcification and Ossification,ee output systems. We divide the control design to two stages. First, we generate a desired profile of the sliding variable with a conventional switching type reaching law of Gao .. Next, utilizing arbitrary relative degree sliding variable, we introduce a trajectory following reaching law for the r

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Heterotopic Calcification and Ossification,ary conditions representing two collocated external inputs to the system is considered. Using the method of lines with the backward difference scheme, the original PDEs are transformed into a set of ODEs and expressed in the form of a cascade interconnection of . subsystems, each described by . rati

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Pregnancy Associated Osteoporosis,zed matrix inverse has enabled a new branch of perfect control-oriented robust scenarios. Crucially, the obtained closed-loop system has revealed to be internally time-varying even though the general input-output behavior is still time-invariant. Simulation instances made in Matlab/Simulink environm

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https://doi.org/10.1007/978-3-540-69870-8h involves cooling the glass mass between its melting and further processing. The process is carried out in glass forehearths after leaving a melting unit. Precise temperature control is essential during the process, hence much effort was put into its modelling. Linear model of the process can be ob

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https://doi.org/10.1007/978-3-642-57626-3d as boundary input/output systems. The presented results provide sufficient conditions for the plant and the observer which guarantee the asymptotic output observation to hold. These conditions have the form of three linear operator equations, with one of them being a homogeneous algebraic Sylveste