1989
DOI: 10.1080/00207178908953377
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Recursive identification of transfer function matrix in continuous systems via linear integral filter

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Cited by 39 publications
(14 citation statements)
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“…Therefore, selecting the design parameters {γ 10 , γ 11 } such that the associated characteristic polynomial for (8) be Hurwitz, one guarantees that the error dynamics be globally asymptotically stable.…”
Section: A Certainty Equivalence Angular Velocity Controllermentioning
confidence: 99%
See 1 more Smart Citation
“…Therefore, selecting the design parameters {γ 10 , γ 11 } such that the associated characteristic polynomial for (8) be Hurwitz, one guarantees that the error dynamics be globally asymptotically stable.…”
Section: A Certainty Equivalence Angular Velocity Controllermentioning
confidence: 99%
“…These active balancing control schemes require information of the eccentricity of rotating machinery. On the other hand, there exists a vast literature on identification and estimation methods, which are essentially asymptotic, recursive or complex, which generally suffer of poor speed performance (see, e.g., Ljung [5], Soderstrom [6], and Sagara and Zhao [7,8]). This paper leads with the active cancellation problem of mechanical vibrations in rotor-bearing systems.…”
Section: Introductionmentioning
confidence: 99%
“…We can reconstruct the output (ẑ(t)) of the linear dynamic subsystem using the inverse of the nonlinear static function (f −1 (•), identiÿed by the previous relay test). Then, we can estimate a complex linear model from the reconstructed output (ẑ(t)) and the given process input (u(t)) using well-established linear system identiÿcation approaches such as methods using transform (Cheng and Hsu, 1982;Chou et al, 1999;Sagara and Zhao, 1989;Eitelberg, 1988;Johansson et al, 1999;Sung et al, 1998) subspace method , prediction error method and numerous techniques to determine the model structure for linear systems such as by considering physical insight, examining the spectral analysis estimate, testing ranks in covariance matrices, examining the information matrix, minimizing Akaike's information theoretic criterion (AIC) and checking whiteness of residuals (Ljung, 1987).…”
Section: Identiÿcation Of Linear Dynamic Subsystemmentioning
confidence: 99%
“…Some results concerning the identification of continuous-time (non-delayed) MIMO systems are reported by Chao et al (1987) as well as Sagara and Zhao (1989).…”
Section: Identification Of Continuous-time Delay Mimo Sys-mentioning
confidence: 99%