Hitachi Relion RES670 Commissioning Manual page 98

Phasor measurement unit
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Section 11
Testing functionality by secondary injection
The calculation of the test voltage, that is related to ReachZ1, is based on the impedance Z
imaginary part X
1
=
RRZ
EQUATION14045 V1 EN-US
The magnitude of the impedance Z
=
Z
RZ
1
EQUATION14046 V1 EN-US
Hence the reference voltage of the test of the boundary between zone 1 and zone 2 is
V
Z
=
,
1
t RZ
EQUATION14047 V1 EN-US
If the test voltage is lower than V
voltage is higher than V
Considering the resistances and reactances which are related to the settings (ForwardR, ForwardX) and
(ReverseR, ReverseX):
ForwardR
R
=
FwdR
EQUATION14048 V1 EN-US
ForwardX
X
=
FwdX
EQUATION14049 V1 EN-US
ReverseR
R
=
RvsR
EQUATION14050 V1 EN-US
ReverseR
X
=
RvsX
EQUATION14051 V1 EN-US
and the voltages that are related to them:
V
Z
=
t FwdZ
,
EQUATION14052 V1 EN-US
V
Z
=
,
t RvsZ
EQUATION14053 V1 EN-US
The previous calculations are in primary values. They are transferred to secondary values to perform
injections by a test set. Primary values are transferred to secondary values by taking into account the CT
ratio and the VT ratio (respectively 9000/1 A and 13.8/0.1 kV in the example).
92
and real part R
RZ1
Re
achZ
1
ForwardR
×
×
ZBase
100
100
2
+
2
=
2
+
R
X
0.009
0.068
RZ
1
RZ
1
0 069 20918 1435
.
I
×
=
×
=
1
RZ
t
t,RZ1
, then the test is related to the zone 2.
t,RZ1
8 19
.
×
ZBase
=
×
100
100
59 33
.
×
ZBase
=
100
100
0 29
.
×
ZBase
=
×
0 9522 0 003
100
100
29 6
.
×
ZBase
=
×
100
100
2
2
I
R
X
×
=
+
×
FwdZ
t
FwdR
FwdX
2
2
I
R
X
×
=
+
×
RvsZ
t
RvsR
RvsX
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:
RZ1
12
8 19
.
=
×
×
0 9522 0 0
.
100
100
is:
RZ1
2
=
W
0.069
V
(or in opposition), then the test is related to the zone 1; if the test
0 9522 0 078
.
=
.
×
0 9522 0 565
.
=
.
.
=
.
0 9522 0 282
.
=
.
2
2
I
0 078
.
0 565
.
20918 0 570 0 20918 11931
=
+
×
t
2
2
0 003
.
0 282
.
20918 0 282 2 20918 5899
I
=
+
×
t
1MRK 511 409-UUS Rev. K
=
. 0 0 9Ω
.
=
×
=
.
=
×
=
Phasor measurement unit RES670
that has
RZ1
(Equation 5)
(Equation 6)
(Equation 7)
(Equation 8)
(Equation 9)
(Equation 10)
(Equation 11)
V
(Equation 12)
V
(Equation 13)
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