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Table 227:
Complex power calculation
Set value:
Mode
Formula used for complex power calculation
L1, L2, L3
*
*
*
1
1
2
2
3
3
L
L
L
L
L
L
S
U
I
U
I
U
I
=
×
+
×
+
×
EQUATION1697 V1 EN
(Equation 88)
Arone
*
*
1 2
1
2 3
3
L L
L
L L
L
S
U
I
U
I
=
×
-
×
EQUATION1698 V1 EN
(Equation 89)
PosSeq
*
3
PosSeq
PosSeq
S
U
I
= ×
×
EQUATION1699 V1 EN
(Equation 90)
L1L2
*
*
1 2
1
2
(
)
L L
L
L
S
U
I
I
=
×
-
EQUATION1700 V1 EN
(Equation 91)
L2L3
*
*
2 3
2
3
(
)
L L
L
L
S
U
I
I
=
×
-
EQUATION1701 V1 EN
(Equation 92)
L3L1
*
*
3 1
3
1
(
)
L L
L
L
S
U
I
I
=
×
-
EQUATION1702 V1 EN
(Equation 93)
L1
*
1
1
3
L
L
S
U
I
= ×
×
EQUATION1703 V1 EN
(Equation 94)
L2
*
2
2
3
L
L
S
U
I
= ×
×
EQUATION1704 V1 EN
(Equation 95)
L3
*
3
3
3
L
L
S
U
I
= ×
×
EQUATION1705 V1 EN
(Equation 96)
The active and reactive power is available from the function and can be used for
monitoring and fault recording.
The component of the complex power S = P + jQ in the direction
Angle1(2)
is
calculated. If this angle is 0° the active power component P is calculated. If this angle
is 90° the reactive power component Q is calculated.
The calculated power component is compared to the power pick up setting
Power1(2)
. A start signal START1(2) is activated if the calculated power component
is larger than the pick up value. After a set time delay
TripDelay1(2)
a trip TRIP1(2)
signal is activated if the start signal is still active. At activation of any of the two stages
a common signal START will be activated. At trip from any of the two stages also a
common signal TRIP will be activated.
To avoid instability there is a settable hysteresis in the power function. The absolute
hysteresis of the stage1(2) is
Hysteresis1(2)
= abs
(Power1(2)
– drop-power1(2)). For
generator reverse power protection the power setting is very low, normally down to
0.02 p.u. of rated generator power. The hysteresis should therefore be set to a smaller
Section 8
1MRK502052-UEN B
Current protection
432
Technical manual
Summary of Contents for Relion REG670
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