Title :
Identifiability of linear lossless Port-controlled Hamiltonian systems
Author :
Medianu, Silviu ; Lefevre, Laurent ; Stefanoiu, Dan
Author_Institution :
Automatics & Comput. Sci. Fac., Univ. Politeh., Bucharest, Romania
Abstract :
The aim of this paper, is to study the identifiability property, of Port-Controlled Hamiltonian systems. A simple identifiability condition, is derived by transforming the port-Hamiltonian systems to the observable canonical form. Indeed, the observable canonical form, gives the possibility to represent the transfer function in a simplified form, similar to ARMAX models, used in identification. In order to test the identifiability of Port-Controlled Hamiltonian systems, a test was realized in the case of a LC circuit.
Keywords :
identification; linear systems; transfer functions; ARMAX models; LC circuit; identifiability property; linear lossless port-controlled Hamiltonian systems; observable canonical form; simplified form; transfer function; Equations; Magnetic flux; Mathematical model; Ports (Computers); Symmetric matrices; System identification; Transfer functions;
Conference_Titel :
Systems and Computer Science (ICSCS), 2013 2nd International Conference on
Conference_Location :
Villeneuve d´Ascq
Print_ISBN :
978-1-4799-2020-4
DOI :
10.1109/IcConSCS.2013.6632023