2014 13th International Conference on Control Automation Robotics &Amp; Vision (ICARCV) 2014
DOI: 10.1109/icarcv.2014.7064314
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An adaptive predictive control based on a quasi-ARX neural network model

Abstract: A quasi-ARX (quasi-linear ARX) neural network (QARXNN) model is able to demonstrate its ability for identification and prediction highly nonlinear system. The model is simplified by a linear correlation between the input vector and its nonlinear coefficients. The coefficients are used to parameterize the input vector performed by an embedded system called as state dependent parameter estimation (SDPE), which is executed by multi layer parceptron neural network (MLPNN). SDPE consists of the linear and nonlinear… Show more

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Cited by 14 publications
(2 citation statements)
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“…However, it is difficult for the control signal calculated based on a nonlinear estimator to guarantee the stability of the closed‐loop controller. Therefore, a linear estimator is used to keep the closed‐loop stability . Thus, the switching line is introduced between the linear part θ and the nonlinear part δ ( ξ ( t )) of an SDPE, described as follows: eqnarrayleft center righteqnarray-1̂(ξ(t))eqnarray-2=eqnarray-3θ̂+χ(t)δ̂ eqnarrayleft center righteqnarray-1eqnarray-2eqnarray-3eqnarray-1u(t)eqnarray-2=eqnarray-3χ(t)un+(1χ(t))ul(t) where u l is a control signal calculated by the linear robust control that uses the parameters of the linear estimator trueθ̂, and u n is a control signal from the nonlinear robust control that uses the parameters of the nonlinear estimator by summing trueθ̂ and trueδ̂(ξ(t)).…”
Section: Control Strategymentioning
confidence: 99%
See 1 more Smart Citation
“…However, it is difficult for the control signal calculated based on a nonlinear estimator to guarantee the stability of the closed‐loop controller. Therefore, a linear estimator is used to keep the closed‐loop stability . Thus, the switching line is introduced between the linear part θ and the nonlinear part δ ( ξ ( t )) of an SDPE, described as follows: eqnarrayleft center righteqnarray-1̂(ξ(t))eqnarray-2=eqnarray-3θ̂+χ(t)δ̂ eqnarrayleft center righteqnarray-1eqnarray-2eqnarray-3eqnarray-1u(t)eqnarray-2=eqnarray-3χ(t)un+(1χ(t))ul(t) where u l is a control signal calculated by the linear robust control that uses the parameters of the linear estimator trueθ̂, and u n is a control signal from the nonlinear robust control that uses the parameters of the nonlinear estimator by summing trueθ̂ and trueδ̂(ξ(t)).…”
Section: Control Strategymentioning
confidence: 99%
“…The switching index between the linear and nonlinear controller was proposed by some researchers . The switching rule is based on the convergence index of error, which is a function of the estimation error of the linear and nonlinear adaptive controllers.…”
Section: Introductionmentioning
confidence: 99%