1996
DOI: 10.1002/aic.690421014
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Data reconciliation and gross‐error detection for dynamic systems

Abstract: Gross-error detection plays a vital role in parameter estimation

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Cited by 173 publications
(93 citation statements)
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“…In particular, o k is the outlier, w k is the noise and b k represents any other kind of fault such as, for instance, a sustained error in the measurements, or systematic errors due to the instrumentation. An additive error model similar to an extension of the outlier model presented in [5,12] is also shown in (1). A multiplicative error model in which the errors have been multiplied instead of added is another example of an error model described in the scientific literature.…”
Section: Mathematical Preliminarymentioning
confidence: 99%
See 1 more Smart Citation
“…In particular, o k is the outlier, w k is the noise and b k represents any other kind of fault such as, for instance, a sustained error in the measurements, or systematic errors due to the instrumentation. An additive error model similar to an extension of the outlier model presented in [5,12] is also shown in (1). A multiplicative error model in which the errors have been multiplied instead of added is another example of an error model described in the scientific literature.…”
Section: Mathematical Preliminarymentioning
confidence: 99%
“…It becomes more and more essential to clean the data coming from a distributed control system (DCS) because applications in the field of production rely on a great quantity of raw data. Soft sensoring, data reconciliation and parameter estimation need "clean data" [1]. A denoising method based on techniques described in [2] is shown in [3].…”
Section: Introductionmentioning
confidence: 99%
“…Liebman et al (1992) propuseram um novo mé-todo capaz de reconciliar e estimar parâmetros para sistemas dinâmicos e não lineares, de estimar as variáveis de estado e de lidar com restricões de desigualdade. Albuquerque and Biegler (1996) propuseram o uso do método Runge-Kutta implícito para discretizar as equações diferenciais. Bagajewicz and Jiang (1997) propuseram um novo método para RDD em sistemas lineares.…”
Section: Reconciliação De Dadosunclassified
“…In their work, two deterministic global optimization methods are introduced for the parameter estimation of models that involve differential algebraic systems. Parameter estimation in dynamic models has been studied and discussed by several workers (Tjoa andBiegler,1991, Albuquerque andBiegler, 1996;Arora andBiegler, 2001, Neumann et al, 2007) Vassiliadis et al 's (1994) control vector parameterization method in the same direction, although carries out the optimization in the space of decision variables, uses Lagrange polynomials for expressing control variables and again converts the problem into a finite dimensional NLP with added complexity in the algorithm.…”
Section: Introductionmentioning
confidence: 99%