1384351

11614

Multi-scale models of processing systems o€er an attractive alternative to models de®ned in the time- or frequency-domain. They are de®ned on dyadic or higher-order trees, whose nodes are used to index the values of any variable, localised in both time and scale (range of frequencies). This dual localisation is particularly attractive in solving estimation and control problems. In this paper, multi- scale models are used to design model-predictive controllers (MPC), resulting in design techniques with several important advan- tages, such as; (a) natural depiction of performance characteristics and treatment of output constraints, (b) fast algorithms for establishing the constrained control policies over long prediction/control horizons, (c) rich depiction of feedback errors at several scales, and (d) optimal fusion of multi-rate measurements and control actions.

275

Predictive control , Multirate , Kalman ®lters , Constraints , Quadratic programming

Studia Iranica

282

282