1997
DOI: 10.1016/s0378-7796(96)01202-3
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General approaches to efficient d-q simulation and model translation for synchronous machines: a recap

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Cited by 10 publications
(7 citation statements)
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“…During the analysis by the AVR, a system transient does not hit any limit; the voltage transducer time constant T R is ignored by assuming very fast voltage processing. The transient gain reduction (TGR) bloc allows the controlled rectifier dead time compensation and reinforces the closed loop stability; the use of TGR may not be critical for AVR stability if the rectifier is fast enough; equations (‐) governing the AVR transients are given below: p()Δv2=1TsnormalΔv2TsTcTs2normalΔvt, p()ΔEf=KATAnormalΔv21TAnormalΔEfKATcTATBnormalΔvt, normalΔv1=normalΔv2TcTBnormalΔvt, normalΔEf=XitalicmdrfnormalΔvf, p[]Δv2normalΔEfnormalΔψt1normalΔψt2=A2()θε[]Δv2normalΔEfnormalΔψt1normalΔψt2…”
Section: Hybrid Energy Systemmentioning
confidence: 99%
See 1 more Smart Citation
“…During the analysis by the AVR, a system transient does not hit any limit; the voltage transducer time constant T R is ignored by assuming very fast voltage processing. The transient gain reduction (TGR) bloc allows the controlled rectifier dead time compensation and reinforces the closed loop stability; the use of TGR may not be critical for AVR stability if the rectifier is fast enough; equations (‐) governing the AVR transients are given below: p()Δv2=1TsnormalΔv2TsTcTs2normalΔvt, p()ΔEf=KATAnormalΔv21TAnormalΔEfKATcTATBnormalΔvt, normalΔv1=normalΔv2TcTBnormalΔvt, normalΔEf=XitalicmdrfnormalΔvf, p[]Δv2normalΔEfnormalΔψt1normalΔψt2=A2()θε[]Δv2normalΔEfnormalΔψt1normalΔψt2…”
Section: Hybrid Energy Systemmentioning
confidence: 99%
“…During the analysis by the AVR, a system transient does not hit any limit; the voltage transducer time constant T R is ignored by assuming very fast voltage processing. The transient gain reduction (TGR) bloc allows the controlled rectifier dead time compensation and reinforces the closed loop stability; the use of TGR may not be critical for AVR stability if the rectifier is fast enough; equations (6-9) governing the AVR transients are given below 29 :…”
Section: Diesel Generatormentioning
confidence: 99%
“…There are different approaches to obtain a SS representation of SG [2,4,5,6]. The main difference is concerned with the selection of flux linkages or currents as the state variables for the electrical part of the system.…”
Section: System State-space Representationmentioning
confidence: 99%
“…Many books and papers have used the traditional mathematical model of a synchronous machine [1]; [2], [3]. Nevertheless in [4] a synchronous machine model considering a class of equivalent circuits with su¢ cient ‡exibility to permit the introduction of an arbitrary number of damper windings. Also, the singular perturbation method is applied to synchronous machine without damper windings in [5].…”
Section: Introductionmentioning
confidence: 99%