FIRST ESTIMATES OF WIENER-HAMMERSTEIN SYSTEMS USING A RANDOM MULTISINE EXCITATION
Philippe Crama*, Johan Schoukens*
* :Vrije Universiteit Brussel (Fak. TW-ELEC); Pleinlaan, 2; B-1050 Brussel; Belgium Philippe.Crama@vub.ac.be
Wiener-Hammerstein systems consist of a linear dynamic system followed by a static nonlinearity, followed by another linear dynamic system. These models are difficult to identify due to the presence of two dynamic systems. Usually, a nonlinear estimation procedure is used to estimate the parameters of the different parts. This nonlinear estimation procedure needs good starting values to converge quickly and or reliably to a global minimum. This paper proposes a method to compute a first estimate based on one measurement record only.
Keywords: estimation algorithms, identification, least-squares identification, nonlinear models, nonlinear systems, parameter estimation
Session slot T-Th-M01: Identification of Nonlinear Systems I/Area code 3a : Modelling, Identification and Signal Processing

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