Both current limits
IMinPUPG
and
IMinOpIR
are automatically
reduced to 75% of regular set values if the zone is set to operate in
reverse direction, that is, =.
6.5.2.4
Measuring principles
Fault loop equations use the complex values of voltage, current, and changes in the
current. Apparent impedances are calculated and compared with the set limits.
Here V and I represent the corresponding voltage and current phasors in the respective
phase A, B or C.
The calculation of the apparant impedances at phase-to-ground fault follow equation
The ground return compensation applies in a conventional manner.
app
N
VA
Z
IA I
KN
=
+
×
EQUATION1811-ANSI V1 EN
(Equation 42)
Where:
VA, IA and IN are the phase voltage, phase current and residual current present to the IED
KN
is defined as:
Z0 Z1
KN
3 Z1
-
=
×
EQUATION-2105 V1 EN
0
0
0
Z
R
jX
=
+
EQUATION2106 V1 EN
1
1
1
Z
R
jX
=
+
EQUATION2107 V1 EN
Where
R0
is setting of the resistive zero sequence reach
X0
is setting of the reactive zero sequence reach
R1
is setting of the resistive positive sequence reach
X1
is setting of the reactive positive sequence reach
Section 6
1MRK505222-UUS C
Impedance protection
266
Technical reference manual
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