Přejít k hlavnímu obsahu
Přihlásit se
Čeština (cs)
English (en)
Dokumentace
Čeština (cs)
English (en)
Hybridní systémy
BE3M35HYS + B3M35HYS
Titulní stránka
Kurzy
B3M35HYS, BE3M35HYS - B221
(max,+) algebra and its use for modelling, analysis and control of (some) discrete-event systems
Tento kurz je součástí již archivovaného semestru, a proto je dostupný pouze pro čtení.
Osnova sekce
◄
Petri nets and their use for modelling, analysis and control of discrete-event systems
►
Hybrid automata as the key modeling framework for hybrid systems
Vybrat aktivitu Learning goals
Learning goals
Stránka
Vybrat aktivitu Literature
Literature
Stránka
Vybrat aktivitu Software
Software
Stránka
Vybrat aktivitu Code, simulation models, ...
Code, simulation models, ...
Složka
◄
Petri nets and their use for modelling, analysis and control of discrete-event systems
Přejít na...
Hlavní stránka kurzu
General information about the course
Discrete-event systems: (finite) state automata as a model of discrete-event systems
Petri nets and their use for modelling, analysis and control of discrete-event systems
(max,+) algebra and its use for modelling, analysis and control of (some) discrete-event systems
Hybrid automata as the key modeling framework for hybrid systems
Hybrid equations as an alternative modeling framework for hybrid systems
Subclasses of hybrid systems: Reset (control) systems, Switched/switching dynamical systems, Piecewise Affine Systems (PWA)
Concept(s) of a solution of a hybrid system, conditions of existence
Analysis of stability of hybrid systems
Linear matrix inequalities, semidefinite programming, sum-of-squares programming
Complementarity dynamical systems
Mixed logical dynamical (MLD) description of discrete-time dynamical systems
MPC for hybrid dynamical systems
►
Hybrid automata as the key modeling framework for hybrid systems
