Following the technique proposed by Arnold for matrices (time-invariant autonomous systems), and extended by Tannenbaum to time-invariant linear control systems (with inputs and outputs), a normal form for linear periodic discrete-time systems depending on physical parameters is proposed. The considered actions are deformations, i.e. linear periodic transformations depending on the parameters, being identity at the nominal values of them.
Menini, L., Tornambe', A. (2013). Deformations for linear periodic discrete-time systems: the adjoint normal form. INTERNATIONAL JOURNAL OF CONTROL, 86(7), 1248-1257 [10.1080/00207179.2013.772656].
Deformations for linear periodic discrete-time systems: the adjoint normal form
MENINI, LAURA;TORNAMBE', ANTONIO
2013-01-01
Abstract
Following the technique proposed by Arnold for matrices (time-invariant autonomous systems), and extended by Tannenbaum to time-invariant linear control systems (with inputs and outputs), a normal form for linear periodic discrete-time systems depending on physical parameters is proposed. The considered actions are deformations, i.e. linear periodic transformations depending on the parameters, being identity at the nominal values of them.File | Dimensione | Formato | |
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