Recursive identification of multivariable systems using matchable-observable linear models
Abstract
This paper presents a recursive parameter estimation algorithm based on a matchable-observable parameterization of multivariable process models. As a consequence of the properties of the models used, no undesired pole-zero cancellations appear, the number of model parameters is not excessive, linear least-squares estimation methods are applicable, and parameter estimation can be accomplished without the need for iterative or nonlinear optimization. The performance of the algorithm developed is assessed in comparison with a well-established recursive subspace method, in a simulation study with time-invariant and time-varying scenarios. The results obtained demonstrate the accuracy and effectiveness of the proposed approach. © 2016 IEEE.
- Iterative methods
- Least squares approximations
- Multivariable systems
- Nonlinear programming
- Optimization
- Linear least squares estimations
- Multivariable process
- Non-linear optimization
- Pole zero cancellation
- Recursive identification
- Recursive parameter estimation
- Recursive subspace method
- Simulation studies
- Parameter estimation
URI
https://www.scopus.com/inward/record.uri?eid=2-s2.0-84994218606&doi=10.1109%2fCCA.2016.7587915&partnerID=40&md5=756264cb078c4282c0b1c34440dbe45fhttps://repositorio.maua.br/handle/MAUA/876