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Naslov:Discussion on: "Analysis of control relevant coupled nonlinear oscillatory systems"
Avtorji:ID Pušenjak, Rudi (Avtor)
ID Oblak, Maks (Avtor)
Datoteke:URL http://dx.doi.org/10.3166/ejc.14.283-285
 
Jezik:Angleški jezik
Vrsta gradiva:Neznano
Tipologija:1.01 - Izvirni znanstveni članek
Organizacija:FS - Fakulteta za strojništvo
Opis:The paper by I. D. Landau et al. presents an analysis of two structures of coupled van der Pol oscillators done by using the Krylov-Bogoliubov (K-B) averaging method. They devise the K-B method to effectively compute self-excited and externally driven oscillations, respectively on systems presumably subjected to control, where amplitudes and phases are slowly varying functions of time. After they present feedback structures of single and coupled generalized van der Pol equations, respectively, they perform the K-B analysis of these equations, which results in explanation of various regimes of self-excited and externally driven oscillations including the analysis of the combustion instability model. Although the proposed K-B methodmay be considered as a step forward in modeling self-oscillating systems, this discussion wants to show, that problems solved by the K-B method can be treated also in an alternative way. Based on the paper [1], it is obvious that coupled van der Pol oscillators, driven by an external excitation with slowly varying frequency or amplitude, can be analyzed by using Extended Lindstedt- Poincare (EL-P) method with multiple time scales.
Ključne besede:van der Pol oscillators, external excitation, multiple time scales
Leto izida:2008
PID:20.500.12556/DKUM-26274 Novo okno
UDK:53
COBISS.SI-ID:12640790 Novo okno
ISSN pri članku:0947-3580
NUK URN:URN:SI:UM:DK:VYKCO96X
Datum objave v DKUM:31.05.2012
Število ogledov:1771
Število prenosov:76
Metapodatki:XML DC-XML DC-RDF
Področja:Ostalo
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Gradivo je del revije

Naslov:European journal of control
Skrajšan naslov:Eur. j. control
Založnik:Springer
ISSN:0947-3580
COBISS.SI-ID:4041561 Novo okno

Sekundarni jezik

Jezik:Angleški jezik
Naslov:Analysis of control relevant coupled nonlinear oscillatory systems


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