1996
DOI: 10.1016/s1474-6670(17)58941-7
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Feedback Linearizing Air/Fuel-Ratio Controller

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Cited by 3 publications
(3 citation statements)
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“…Then, a Takagi-SugenoŠs fuzzy model is derived from which an observer is developed. In [7] a dynamic feedback linearization approach is proposed for the air-fuel ratio system considering that some of the parameters of the nonlinear dynamical model are time invariant or exhibit slow dynamics. In [8] a neural network model of the engine and a neural network controller are developed based on the idea of approximate dynamic programming to achieve optimal control.…”
Section: Introductionmentioning
confidence: 99%
“…Then, a Takagi-SugenoŠs fuzzy model is derived from which an observer is developed. In [7] a dynamic feedback linearization approach is proposed for the air-fuel ratio system considering that some of the parameters of the nonlinear dynamical model are time invariant or exhibit slow dynamics. In [8] a neural network model of the engine and a neural network controller are developed based on the idea of approximate dynamic programming to achieve optimal control.…”
Section: Introductionmentioning
confidence: 99%
“…In terms of advanced approaches, the use of nonlinear feedforward controllers (Guzzella, 1995), adaptive controllers (Ault et al, 1994), (Turin and Geering, 1995), (Jones et al, 1995), (Rupp et al, 2008), (Rupp, 2009), feedback linearization (Guzzella et al, 1997), observer based controllers (Chang et al, 1995), (Powell et al, 1998), , sliding mode controllers (Won et al, 1998), (Pieper and Mehrotra, 1999), (Souder and Hedrick, 2004), linear quadratic regulators (Ohata et al, 1995), (Onder and Geering, 1993), H V controllers (Vigild et al, 1999), (Mianzo et al, 2001), Smith Predictors (Nakagawa et al, 2002), neural network controllers (Zhai and Yu, in press) and model predictive controllers (Muske and Jones, 2006) can be mentioned. The use of an electronic throttle as an additional control actuator (Chang et al, 1993) or secondary/port throttles (Stefanopoulou et al, 1994) has been also explored.…”
Section: Introductionmentioning
confidence: 99%
“…The feedback linearization approach has been previously applied to the A/F control problem in [5]. Here we employ somewhat different derivation of this controller, and then use the collocation method to determine stability and guaranteed rate of convergence regions as well as LMI techniques to characterize the controller disturbance rejection properties.…”
Section: Feedback Linearization Controller For the Case Of A Slowmentioning
confidence: 99%