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24
Data
Code
Data flow Value range
direction
OUTPUTS
Starting of stage I
b
>
O1
R
0 = I
b
>-stage not started
1 = I
b
>-stage started
Tripping of stage I
b
>
O2
R
0 = I
b
>-stage not tripped
1 = I
b
>-stage tripped
Starting of stage I
a
>
O3
R
0 = I
a
>-stage not started
1 = I
a
>-stage started
Tripping of stage I
a
>
O4
R
0 = I
a
>-stage not tripped
1 = I
a
>-stage tripped
Starting of stage I<
O5
R
0 = I<-stage not started
1 = I<-stage started
Tripping of stage I<
O6
R
0 = I<-stage not tripped
1 = I<-stage tripped
Starting of stage
∆
I
1
>
O7
R
0 =
∆
I
1
>-stage not started
1 =
∆
I
1
>-stage started
Tripping of stage
∆
I
1
>
O8
R
0 =
∆
I
1
>-stage not tripped
1 =
∆
I
1
>-stage tripped
Starting of stage
∆
I
2
>
O9
R
0 =
∆
I
2
>-stage not started
1 =
∆
I
2
>-stage started
Tripping of stage
∆
I
2
>
O10
R
0 =
∆
I
2
>-stage not tripped
1 =
∆
I
2
>-stage tripped
External trip signal
O11
R
0 = signal not active
1 = signal active
Reconnection inhibit signal
O12
R
0 = signal not active
1 = signal active
Reconnection inhibit output TS1
O13
R
0 = signal not active
1 = signal active
Signal SS1
O14
R,W(P)
0 = signal not active
1 = signal active
Signal SS2
O15
R,W(P)
0 = signal not active
1 = signal active
Signal SS3
O16
R,W(P)
0 = signal not active
1 = signal active
Signal TS2
O17
R,W(P)
0 = signal not active
1 = signal active
Output relays
O18
R,W(P)
0 = not operated
1 = operated
Reconnection inhibit output control
O19
W(P)
0 = not affecting reconn.
enable
1 = reconnection remotely
inhibited
Memorized starting of stage I
b
>
O21
R
0 = I
b
>-stage not started
1 = I
b
>-stage started
Memorized tripping of stage I
b
>
O22
R
0 = I
b
>-stage not tripped
1 = I
b
>-stage tripped
Memorized starting of stage I
a
>
O23
R
0 = I
a
>-stage not started
1 = I
a
>-stage started
Memorized tripping of stage I
a
>
O24
R
0 = I
a
>-stage not tripped
1 = I
a
>-stage tripped
Memorized starting of stage I<
O25
R
0 = I<-stage not started
1 = I<-stage started
Memorized tripping of stage I<
O26
R
0 = I<-stage not tripped
1 = I<-stage tripped
Memorized starting of stage
∆
I
1
>
O27
R
0 =
∆
I
1
>-stage not started
1 =
∆
I
1
>-stage started
Memorized tripping of stage
∆
I
1
>
O28
R
0 =
∆
I
1
>-stage not tripped
1 =
∆
I
1
>-stage tripped