In this paper we examine parameter identifiability of a system modeled by a linear regression (ARX model). We regard recursive identification algorithms, designed to estimate the parameters of the given linear model, ...
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In this paper we examine parameter identifiability of a system modeled by a linear regression (ARX model). We regard recursive identification algorithms, designed to estimate the parameters of the given linear model, as discrete time nonlinear systems. The output of a nonlinear system representing a recursive parameter estimation algorithm will be the vector of parameter estimates, and its input will be the observed data taken from the system being identified. First, we examine the nonlinear system and obtain a characterization of its controllability. We next link parameter identifiability of the ARX model with a probabilistic version of controllability of this nonlinear stochastic system. We obtain a necessary and sufficient condition for parameter identifiability of the model in a probabilistic context. This condition is given in terms of properties of the chosen algorithm.
Reportedly, guaranteeing the controllability of the estimated system is a crucial problem in adaptive control. In this paper, we introduce a least-squares-based identification algorithm for stochastic SISO systems, wh...
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Reportedly, guaranteeing the controllability of the estimated system is a crucial problem in adaptive control. In this paper, we introduce a least-squares-based identification algorithm for stochastic SISO systems, which secures the uniform controllability of the estimated system and presents closed-loop identification properties similar to those of the least-squares algorithm. The proposed algorithm is recursive and, therefore, easily implementable. Its use, however, is confined to cases in which the parameter uncertainly is highly structured. (C) 1998 Elsevier Science B.V. All rights reserved.
This paper analyzes conditions for global parametric convergence of a networked recursiveidentification algorithm. The FIR based algorithm accounts for networked delay and signal quantization. The paper constructs co...
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作者:
Landau, IDKarimi, AUJF
ENSIEG CNRS INPGLab Automat Grenoble F-38402 St Martin Dheres France
algorithms for direct controller reduction by identification in closed loop has been recently proposed [9, 6]. In this paper it is shown that the plant model identification in closed loop using closed loop output erro...
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ISBN:
(纸本)0780366387
algorithms for direct controller reduction by identification in closed loop has been recently proposed [9, 6]. In this paper it is shown that the plant model identification in closed loop using closed loop output error identificationalgorithms and the direct estimation in closed loop of a reduced order controller feature a duality character. Basic schemes., algorithms and properties of the algorithms can be directly obtained by interchanging the plant model and the controller. Experimental results concerning the use of these algorithms for direct controller reduction can be found in a companion paper [7]. In the last part of the paper the interaction between plant model identification in closed loop and direct controller reduction is emphasized.
In adaptive control the ARX regression model is mostly utilized for description of given plant dynamics and unknown parameters are estimated by recursive least square method Unknown disturbances and non-modeled dynami...
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ISBN:
(纸本)9783901509469
In adaptive control the ARX regression model is mostly utilized for description of given plant dynamics and unknown parameters are estimated by recursive least square method Unknown disturbances and non-modeled dynamics can cause that the recursive least squares method leads to inadequate estimations. The controller based on these estimated parameters can give poor performance. This paper deals with several well-known recursiveidentification methods for parameter estimation of ARX ARMAX OE (output-error) model in order to improve the self-tuning controller performance and reliability.
This paper deals with a one possibility of improvement of a self-tuning controller reliability and performance. A simple estimation scheme is replaced by so-called a multiestimation scheme and the self-tuning controll...
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This paper deals with a one possibility of improvement of a self-tuning controller reliability and performance. A simple estimation scheme is replaced by so-called a multiestimation scheme and the self-tuning controller is then synthesized from this scheme. A higher level switching structure between various estimation schemes is used to supervise the reparametrization of the self-tuning controller in real time. The basic usefulness of the proposed scheme is to improve the accuracy of estimated parameters of the controlled system and then better transient response is obtained.
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