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CHAPTER 7: TESTING
489 GENERATOR MANAGEMENT RELAY – INSTRUCTION MANUAL
7–21
7.3.11 Distance Element Accuracy
The theoretical impedance on the R-X plane can be calculated as:
(EQ 7.10)
where:
Z
d
= programmed distance impedance
θ
d
= programmed distance characteristic angle
θ
i
= variable angle on the R-X plane at point
i
for which boundary
impedance is to be calculated
It is recommended that voltage is kept constant while increasing the current magnitude at
certain angles referenced to voltage phase A until element operates.
Then the expected operating current (assuming that current in the two phases are 180°
apart) can be calculated as:
(EQ 7.11)
where .
Current/voltage (5 A unit)
Alarm
Trip
Trip Delay
Current
Voltage
expected observed
delay
expected
observed
expected
observed
Ian = 5 A
∠
0
°
Ibn = 5 A
∠
120
°
lag
Icn = 5 A
∠
240
°
lag
Vab = 120 V
∠
0
°
lag
Vbc = 120 V
∠
120
°
lag
Vca = 120 V
∠
240
°
lag
8
N/A
8
N/A
N/A
Ian = 6 A
∠
0
°
Ibn = 6 A
∠
120
°
lag
Icn = 6 A
∠
240
°
lag
Vab = 120 V
∠
0
°
Vbc = 120 V
∠
120
°
lag
Vca = 120 V
∠
240
°
lag
4
8
N/A
N/A
Ian = 10 A
∠
0
°
Ibn = 10 A
∠
120
°
lag
Icn = 10 A
∠
240
°
lag
Vab = 120 V
∠
0
°
Vbc = 120 V
∠
120
°
lag
Vca = 120 V
∠
240
°
lag
4
4
11.8 s
Ian = 10 A
∠
0
°
Ibn = 10 A
∠
120
°
lag
Icn = 10 A
∠
240
°
lag
Vab = 100 V
∠
0
°
Vbc = 100 V
∠
120
°
lag
Vca = 100 V
∠
240
°
lag
4
4
6.6 s
Ian = 10 A
∠
0
°
Ibn = 10 A
∠
120
°
lag
Icn = 10 A
∠
240
°
lag
Vab = 60 V
∠
0
°
Vbc = 60 V
∠
120
°
lag
Vca = 60 V
∠
240
°
lag
4
4
1.7 s
4
activated;
8
Not Activated
Z
i
0.875
Z
d
θ
d
θ
i
–
(
)
cos
×
×
0.875
Z
d
θ
d
θ
i
–
(
)
cos
×
×
(
)
2
4
Z
d
2
0.125
×
×
+
+
2
------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------
=
I
i
V
a
V
b
–
2
Z
i
-----------------
=
Z
i
Z
i
e
j
θ
i
×
=
Содержание Multilin 489
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