1992
DOI: 10.1080/00207179208934244
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Adaptive decouplers for multivariable systems: input dynamics compensation and output feedback approaches

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Cited by 10 publications
(5 citation statements)
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“…Thus adaptive decoupling control studies how to design adaptive compensators which can achieve asymptotic decoupling of a MIMO control system, in addition to some control system performance such as stability and tracking. There have been various results of adaptive decoupling control, for continuoustime and discrete-time systems, for minimum and non-minimum phase systems, for linear and nonlinear systems; see, for example, Arvanitis (1998), Chai (1990), Hersh (1992), Kinnaert, Hanus, and Henrotte (1987), Mutoh and Ortega (1993), Peng (1990), Sun and Ming (2000), Teng and Ledwich (1992), Wahba and Sheirah (1993), Wittenmark, Middleton, and Goodwin (1987), and Yu and Chai (1995).…”
Section: Adaptive Decoupling Controlmentioning
confidence: 99%
“…Thus adaptive decoupling control studies how to design adaptive compensators which can achieve asymptotic decoupling of a MIMO control system, in addition to some control system performance such as stability and tracking. There have been various results of adaptive decoupling control, for continuoustime and discrete-time systems, for minimum and non-minimum phase systems, for linear and nonlinear systems; see, for example, Arvanitis (1998), Chai (1990), Hersh (1992), Kinnaert, Hanus, and Henrotte (1987), Mutoh and Ortega (1993), Peng (1990), Sun and Ming (2000), Teng and Ledwich (1992), Wahba and Sheirah (1993), Wittenmark, Middleton, and Goodwin (1987), and Yu and Chai (1995).…”
Section: Adaptive Decoupling Controlmentioning
confidence: 99%
“…In this section, we present a computationally efficient adaptive decoupler to overcome the interaction effects. Refer to Singh and Narendra (1984), Wittenmark et al (1987) and Teng and Ledwich (1992) for further details on multi variable decouplers and controllers.…”
Section: Design Of the Direct Decouplermentioning
confidence: 99%
“…The implementation of (a) and (b) is more computationally intensive (Teng and Ledwich 1992) because it is required to solve the non-homogeneous equations. For the robot modelled by the first-order plant, it is possible to derive a direct decoupler that is attractive to implement.…”
Section: The Plant Modelmentioning
confidence: 99%
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