ABB Relion 670 Series Technical Reference Manual page 950

Line differential protection ansi
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Section 15
Monitoring
944
Where:
V
Z
=
+
K
A
B
1
×
+
I
Z
Z
Z
A
L
L
ADD
EQUATION1601 V1 EN
æ
V
Z
=
×
K
A
B
ç
2
×
+
I
Z
Z
Z
è
A
L
L
ADD
EQUATION1602 V1 EN
I
Z
+
Z
æ
F A
A
B
×
--------------- -
-------------------------- -
K
=
+
è
3
×
I
Z
Z
+
Z
A
L
1
A DD
EQUATION106 V1 EN
and:
Z
= Z
+ Z
for parallel lines.
ADD
A
B
I
, I
and V
are given in the above table.
A
FA
A
K
is calculated automatically according to equation 187.
N
Z
, Z
, Z
, Z
and Z
A
B
L
0L
For a single line, Z
= 0 and Z
0M
parallel lines.
Equation
188
can be divided into real and imaginary parts:
2
×
(
)
(
) R
p
p Re K
+
Re K
1
2
EQUATION107 V1 EN
×
×
(
)
×
(
) R
p Im
K
+
Im
K
1
2
EQUATION108 V1 EN
If the imaginary part of K
then inserted to equation 192. According to equation 192, the relative distance to the
fault is solved as the root of a quadratic equation.
Equation
192
gives two different values for the relative distance to the fault as a
solution. A simplified load compensated algorithm, which gives an unequivocal figure
for the relative distance to the fault, is used to establish the value that should be selected.
+
1
ö
+
1
÷
ø
ö
1
ø
are setting parameters.
0M
= 0. Thus, equation
ADD
×
(
)
Re K
=
0
F
3
×
×
(
)
Im
K
=
0
F
3
is not zero, R
can be solved according to equation 193, and
3
F
1MRK505222-UUS C
(Equation 189)
(Equation 190)
(Equation 191)
188
applies to both single and
(Equation 192)
(Equation 193)
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