Abstract
AbstractA discrete-time cascade of a static nonlinearity followed by a linear dynamics, i.e. the Hammerstein system, is presented. Its equivalence (from the proposed identification algorithms point of view) to some static nonlinear system with the dynamics acting as the source of an additive noise is pointed out. The ample classes of admissible memoryless nonlinear and linear dynamic elements are defined, and the assumptions concerning the input and noise signals are imposed. Selected examples of other block-oriented systems which can be described by the equivalent static system input–output equation are shown. Possible applications to high power amplifier or transmission line modeling are proposed.KeywordsHammerstein SystemLinear Dynamic ElementBlock-oriented SystemHigh Power AmplifierNonlinear Single InputThese keywords were added by machine and not by the authors. This process is experimental and the keywords may be updated as the learning algorithm improves.
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