Abstract
This paper discusses system identification of dual-rate systems. In particular, a dual-rate system with control interval T and output sampling interval nT is considered. At first the problem of identifying a fast single-rate model with sampling period T based on dual-rate input-output data is studied in the polynomial domain. Then the proposed algorithm is applied to model an industrial process. The estimated fas-rate model is then used in inferential control of the octane quality in a continuous catalytic reformer.
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