[Proceedings] IECON '90: 16th Annual Conference of IEEE Industrial Electronics Society
DOI: 10.1109/iecon.1990.149284
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Minimal UPS structure with sliding mode control and adaptive hysteresis band

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Cited by 25 publications
(14 citation statements)
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“…Recalling that, in accordance with Remark 1, the utilized hysteresis band amplitude values keep the state vector ripple low enough, the approximation x = x * in the steady state is taken as a fact. As the switching hyperplane is now time-invariant, and the corresponding equivalent control (4) is constant in the steady state, the switching function derivatives (7) and its inverses (10) in the steady state are constant as well. Consequently, from a certain discrete-time instant k 0 it results that…”
Section: A the Regulation Casementioning
confidence: 99%
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“…Recalling that, in accordance with Remark 1, the utilized hysteresis band amplitude values keep the state vector ripple low enough, the approximation x = x * in the steady state is taken as a fact. As the switching hyperplane is now time-invariant, and the corresponding equivalent control (4) is constant in the steady state, the switching function derivatives (7) and its inverses (10) in the steady state are constant as well. Consequently, from a certain discrete-time instant k 0 it results that…”
Section: A the Regulation Casementioning
confidence: 99%
“…Some authors propose the use of an adaptive hysteresis band for the comparator, adjusting its value in accordance with the system state [10]- [15]. This method provides good results, but perfect knowledge of the plant is required.…”
mentioning
confidence: 99%
“…Authors in [1], [8] and [9] propose the addition of a hysteresis cycle to the sliding mode control comparator. Several approaches, [10], [11], consider a variable bandwidth hysteresis cycle, which implementation depends on system parameters and is complex. Other electronic implementations of quasi-sliding controls are reported in [12], [13] where the fixed switching frequency is synchronized by an external signal d defined by a T d -periodic bipolar pulses train.…”
Section: Introductionmentioning
confidence: 99%
“…Fixed switching frequency improves performance even though chattering does not disappear. This is important in real applications, and to achieve this, some techniques have been developed: adaptive hysteresis band (Ruiz et al, 1990), (Yao and Holmes, 1993), (Pinheiro et al, 1994), signal injection with a selected frequency (Pinheiro et al, 1994), (Silva and Snia, 1993), (Malesani et al, 1996), (Nicolas et al, 1996), zero average current in each iteration (ZACE) (Borle and Chemmangot, 1995) and recently zero average error dynamics in each iteration (ZAD). ZAD control scheme, recently proposed in , tries to conjugate the advantages of fixed frequency implementations and the inherent robustness of sliding control modes.…”
Section: Introductionmentioning
confidence: 99%