2006
DOI: 10.1109/tcst.2005.859641
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Multirate control for computation saving

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Cited by 22 publications
(2 citation statements)
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“…The most promising mechanism to address this problem is to exploit state interpolation over the sampling interval [9], [10]. For discrete-time dual-rate dynamic systems, the state interpolations can be obtained by using model iteration based on the measured states at the sampling instant [11]- [13]. While for continuous-time dualrate dynamic systems, the pre-integration approach is usually exploited to generate continuous state information over the digital sampling interval such that the missing states over the sampling interval are recovered and can be utilized for controller design [14]- [16].…”
Section: Introductionmentioning
confidence: 99%
“…The most promising mechanism to address this problem is to exploit state interpolation over the sampling interval [9], [10]. For discrete-time dual-rate dynamic systems, the state interpolations can be obtained by using model iteration based on the measured states at the sampling instant [11]- [13]. While for continuous-time dualrate dynamic systems, the pre-integration approach is usually exploited to generate continuous state information over the digital sampling interval such that the missing states over the sampling interval are recovered and can be utilized for controller design [14]- [16].…”
Section: Introductionmentioning
confidence: 99%
“…Así ocurre en las aplicaciones aeroespaciales ( Glasson [34], De la Sen [28]), de robótica (Lee y Xu [54], Nemani [67], Sun [82], Valera [93]), control de procesos químicos (Tham [86], Lee [53], Zhu y Ling [103]) y de una variada gama de procesos, desde la molienda de cemento (Salt [77]) al control de movimiento de vehículos subacuáticos (Astrov [10], [11]) pasando por el controlador del disco duro de un ordenador (Li [55], Jiagen [45] Shang Chen [79], Fujimoto [33]). …”
Section: Aplicaciones Del Control Multifrecuenciaunclassified