Nonlinear systems identification with discontinuous nonlinearity

Mohamed Benyassi, Adil Brouri, Smail Slassi

Abstract


In this paper, nonparametric nonlinear systems identification is proposed. The considered system nonlinearity is nonparametric and is of hard type. This latter can be discontinuous and noninvertible. The entire nonlinear system is structured by Hammerstein model. Furthermore, the linear dynamic block is of any order and can be nonparametric. The problem identification method is done within two stages. In the first stage, the system nonlinearity is identified using simple input signals. In the first stage, the linear dynamic block parameters are estimated using periodic signals. The proposed algorithm can be used of large class of nonlinear systems.

Keywords


Discontinuous nonlinearities; Hammerstein models; Nonlinear systems; Nonlinear systems identification; Nonlinear systems structured in blocks

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DOI: http://doi.org/10.11591/ijra.v9i1.pp34-41

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