• Aucun résultat trouvé

Parameter dependent state-feedback control of LPV time-delay systems with time-varying delays using a projection approach

N/A
N/A
Protected

Academic year: 2021

Partager "Parameter dependent state-feedback control of LPV time-delay systems with time-varying delays using a projection approach"

Copied!
7
0
0

Texte intégral

Loading

Figure

Fig. 2. Simulation 1 - State evolution - theorem 3.1 in full and [Zhang and Grigoriadis, 2005] in dashed
Fig. 3. Simulation 1 - Control input evolution - theorem 3.1 in full and [Zhang and Grigoriadis, 2005] in dashed

Références

Documents relatifs

Then, a mapping of the state space is designed offline: it computes for each state of the state space a lower-bound estimation of the maximum allowable sampling interval, which makes

In this case, the proposed observer generates state and parameter estimates, which exponentially converge to the plant state and the true parameter, respectively, provided a

It will be used to deal with parameter dependent LMIs (also called ’robust LMIs’) that arise, for instance, in the (robust) stability analysis of uncertain and LPV systems.

The service agents (SAs) are essentially workers that encapsulate the invocation of the services.. interpret and update the information contained in the shared space. For in-

Similar to the single inter- section case where all the interacting flows have to be considered when determining optimal cycle time and splits, the network case too

One study is about engineer training and technological education, three are about industrial vocational schools in general, and one is about lifelong training in

A preliminary investigation was made with regard to conditions under which the mechanical properties, that is, compression strength, of an aged specimen should be

Next, we used the conventional approach proposed by Pauly and Christensen (1995a) to estimate mean SPPRs of these species but using the mean transfer efficiency of 11.9%