2009
DOI: 10.3233/jae-2009-1060
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Development of a new voltage quality improving method for electromagnetic contactor

Abstract: This paper focuses on a novel control algorithm and its implementation method for providing voltage compensation to the coil of an AC electromagnetic contactor during voltage sags. Firstly, a new diagnosis algorithm is designed for correctly and timely detecting the voltage-sag event. When this new algorithm is embedded in the voltage compensation circuit and in series with the AC core of the contactor, the abnormal disengagement of the contactor contacts during voltage sag event could be eliminated through se… Show more

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Cited by 2 publications
(2 citation statements)
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“…6 b and d , in which d t is the time difference and L is the variations of the linkage flux λ according to the current change. When the mover is in motion, (1) should be modified into (2) because the linkage flux λ is varied by both the change of current and the motion of mover [19–22]. The variations of the linkage flux λ according to the motion of the mover is marked as λ x and (2) can be modified as (3), in which the second and third terms of the right side are the back electro‐motive force (EMF) by the current and the motion of the mover, respectivelyVC=IRcoil+LthinmathspacenormaldInormaldtright leftthickmathspace.5emVnormalC=IRcoil+dλ(I,x)dt=IRcoil+λ(I,x)IthinmathspacenormaldInormaldt+λ(I,x)xthinmathspacenormaldxnormaldtVC=IRcoil+LthinmathspacenormaldInormaldt+λxdxdt…”
Section: Analysis Methods For the Lamentioning
confidence: 99%
“…6 b and d , in which d t is the time difference and L is the variations of the linkage flux λ according to the current change. When the mover is in motion, (1) should be modified into (2) because the linkage flux λ is varied by both the change of current and the motion of mover [19–22]. The variations of the linkage flux λ according to the motion of the mover is marked as λ x and (2) can be modified as (3), in which the second and third terms of the right side are the back electro‐motive force (EMF) by the current and the motion of the mover, respectivelyVC=IRcoil+LthinmathspacenormaldInormaldtright leftthickmathspace.5emVnormalC=IRcoil+dλ(I,x)dt=IRcoil+λ(I,x)IthinmathspacenormaldInormaldt+λ(I,x)xthinmathspacenormaldxnormaldtVC=IRcoil+LthinmathspacenormaldInormaldt+λxdxdt…”
Section: Analysis Methods For the Lamentioning
confidence: 99%
“…Mechanical bounces can be induced if too large force is applied. Lots of researches have been conducted to study the ways of reducing this undesirable phenomenon [1][2][3]. A current closed-loop controller is used in [1] to eliminating the contact bounce in DC core contactors.…”
Section: Introductionmentioning
confidence: 99%