The ability to detect topology variations in dynamical networks defined by differential algebraic equations (DAEs) is considered. We characterize the existence of initial states, for which topological changes are indiscernible. A key feature of our characterization is the ability to verify indiscernibility just in terms of the nominal topology. We apply the results to a power grid model and also discuss the relationship to recent mode-detection results for switched DAEs.
Indiscernible topological variations in DAE networks with applications to power grids / Küsters, Ferdinand; Patil, Deepak; Tesi, Pietro; Trenn, Stephan. - STAMPA. - 50:(2017), pp. 7333-7338. (Intervento presentato al convegno 20th IFAC World Congress) [10.1016/j.ifacol.2017.08.1478].
Indiscernible topological variations in DAE networks with applications to power grids
Tesi, Pietro;
2017
Abstract
The ability to detect topology variations in dynamical networks defined by differential algebraic equations (DAEs) is considered. We characterize the existence of initial states, for which topological changes are indiscernible. A key feature of our characterization is the ability to verify indiscernibility just in terms of the nominal topology. We apply the results to a power grid model and also discuss the relationship to recent mode-detection results for switched DAEs.I documenti in FLORE sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.