transient performance of cvts
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Tra nsient Perfo rma nce o f
Ca pa cit o r Vo lt a g e
Tra nsfo rm ers (CVT)
Introduction
In steady state, the secondary volt-
age of a capacitor voltage trans-
former mirrors the primary voltage.
Because of the energy-storage
elements used, the transient out-
put, caused by sudden change in
primary voltage, is no longer a rep-
lica of the primary. This distorted
output may last for a few cycles of
the supply frequency. These errors
may be termed as the CVT linear
transient since they would still
occur in the event that all of the
components of the CV T were line-
ar. In addition to this, ferroreson-
ance may occur resulting in volt-age measurement error. Ferroreson-
ance is caused by the saturation
of the electromagnetic unit or
inductive burden. Unlike the linear
transient it does not occur with
every change in primary voltage.
Line a r Tra nsien t Erro r
(Tra nsien t Respo nse)
The linear transient error is mainlyinfluenced by the following factors:
1 The Thevenin equivalent capaci-
tance referred to the secondary
voltage level, Ce.
2 The burden value and configura-
tion.
3 The point of wave voltage inter-
ruption.
A CVT system can be represented
by its Thevenin equivalent circuit.
The analysis of a simplified L-C-R
circuit for the case of a sudden
collapse of the primary voltage
(assuming a given set of initial
conditions) produced the following
conclusions:
1 If the equivalent capacitance Ce
is larger and assuming a fixed
value of the burden, the magni-
tude of the residual transient
voltage becomes smaller. The
intermediate voltage should also
be maximized in order to achieve
a high value of the equivalent
capacitance.
2 The effect of the burden is so
profound that i t can dominate
the CVT behavior. The burden
configuration is insignificant
since it determines the way in
which energy can be stored and
the path through which it can
discharge. Pure resistive burden
dissipates and does not store
energy. Stored energy burdens
(lagging or leading) create harm-
ful effect on the transient
response producing oscillations
of low frequency nature.
The oscillograms shown below
illustrate the variation in the
residual voltages as a function of
burden at crest fault ini tiation. A t
zero fault initiation, the transient
response worsens.
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3 During the sudden application
or sudden disappearance of
primary voltage, the distribution
of energy stored in the CVT is
a major factor in understanding
the effect of the point of wave
voltage interruption. The tran-sient performance in those
cases is similar with the transi-
ents in the case of the primary
short circuit.
The amount of energy accumula-
ted by the capacitor at zero in-
itiation is equivalent to the energy
stored by the series reactor at
crest voltage initiation.
The discharge time constant willvary depending upon where the
maximum energy is stored. A
typical example of transient res-
ponse ( see below) indicates the
worse case with the maximum
energy on the capacitor at the
time the primary voltage wave is
going through the zero voltage
interruption.
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