2021
DOI: 10.1155/2021/8825609
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Actuator Fault Detection for Discrete-Time Descriptor Systems via a Convex Unknown Input Observer with Unknown Scheduling Variables

Abstract: This paper presents actuator fault detection of discrete-time nonlinear descriptor systems by means of nonlinear unknown input observers. The approach is based on the exact factorization of the estimation error in order to overcome the well-known problem of unmeasurable scheduling variables within the observation of convex models, thus avoiding the use of Lipschitz constants, differential mean value theorem, or robust techniques. As a result, the designing conditions are cast in terms of linear matrix inequali… Show more

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Cited by 2 publications
(3 citation statements)
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“…The learning rate of GRU determines whether the fitness function can converge to the minimum, which is optimized by EO. The index RMSE taken as the fitness function of EO optimization is shown as Equation (20), in which fi refers to the prediction value of REWS obtained through the GRU neural network and f i refers to the actual REWS. In order to obtain fi , the four component quantities (including high-, medium-, and low-frequency groups as well as the residual) under all average wind speeds are used as the input of the GRU neural network, and the first 3/4 of the input is used for training.…”
Section: Gru Prediction Based On Eomentioning
confidence: 99%
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“…The learning rate of GRU determines whether the fitness function can converge to the minimum, which is optimized by EO. The index RMSE taken as the fitness function of EO optimization is shown as Equation (20), in which fi refers to the prediction value of REWS obtained through the GRU neural network and f i refers to the actual REWS. In order to obtain fi , the four component quantities (including high-, medium-, and low-frequency groups as well as the residual) under all average wind speeds are used as the input of the GRU neural network, and the first 3/4 of the input is used for training.…”
Section: Gru Prediction Based On Eomentioning
confidence: 99%
“…Initial weight Aggregation computing (18) Next population of Weight (17) Update EO concentrations (15), (16) EO fitness (20) Construct equilibrium pool ( 14…”
Section: Rews Endmentioning
confidence: 99%
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