EQUATION14000034 V1 EN-US (Equation 7)
EQUATION14000035 V1 EN-US (Equation 8)
Calculating the short circuit impedance of the transformer gives:
Z
e U
S
trf
k n
n
= × = × =
100
0 1
138
10
190 4
2 2
. . Ω
EQUATION14000036 V1 EN-US (Equation 9)
Based on the Thevenin equivalent, it is possible to calculate the fault current on the HV side of the
transformer:
EQUATION14000037 V1 EN-US (Equation 10)
where:
Z
Zs Zl Zs Zl
Zs Zl Zs Zl
Z
res
A B B
A a B B
trf
a
=
+
( )
× +
( )
+ + +
+ = 198Ω
EQUATION14000039 V1 EN-US (Equation 11)
The numerical value for Z
res
input in the formula for If
138
gives If
138
= 403 A
To avoid unwanted operation of the differential protection for a fault on the LV side of the transformer,
IdMin must be set to:
EQUATION14000038 V1 EN-US (Equation 12)
IdMin
If
I
Base
= × =1 2 11 5
138
. .
EQUATION14000040 V1 EN-US (Equation 13)
To allow the differential protection to act as a backup protection for internal faults and faults on the LV
side of the transformer, AddDelay is set to On, and a suitable setting is calculated for Imax AddDelay.
Differential currents below the set value for Imax AddDelay are time delayed. Value two times the
rated current of the transformer on the HV side is chosen. The setting is calculated as:
ImaxAddDelay
S
U I
n
n Base
= ×
× ×
=2
3
2 0.
EQUATION14000041 V1 EN-US (Equation 14)
Section 4 1MRK505382-UEN Rev. K
Analog and binary signal transfer for line differential protection
38 Communication set-up, 670/650 series
Application Guide
© 2017 - 2023 Hitachi Energy. All rights reserved