3.9 Alarm Outputs
3-17
3.9 Alarm Outputs
β’
ξξξ$ξ !'&"'& ξ! ξξ&ξ! % ξ$ξ ξξ&ξ$ξξ ξξ ξ+ &ξξ ξ!ξξξ ξ&ξ! !ξ ,ξξξ$ξ
&+"ξξ ξ ξ ,ξξξ$ξ ξ+%&ξ$ξ%ξ%ξ
ξ
β’
ξξξ ξ!ξξ!)ξ ξ ξξ%ξ$ξξξ% &ξξ ,ξξξ$ξ &+"ξξξ ,ξξξ$ξ (ξξ'ξξξ ,'""ξ$.ξξξξ&
ξξξ$ξξ ξ ξ ,ξ!)ξ$.ξξξξ& ξξξ$ξξ "ξ$ξξξ&ξ$%ξ
Value
Alarm Type
When alarm value
X is positive
When alarm value
X is negative
0 Alarm function OFF Output OFF
1
UpperΔ and lowerΔlimit
(deviation)
ON
OFF
LH
SP
ξ
2
2 UpperΔlimit(deviation)
X
ON
OFF
SP
ON
OFF
SP
X
3 LowerΔlimit(deviation)
X
ON
OFF
SP
ON
OFF
SP
X
4
UpperΔ and lowerΔlimit range
(deviation)
ON
OFF
SP
LH
ξ
3
5
UpperΔ and lowerΔlimit alarm
with standby sequence
(deviation)
ON
OFF
SP
LH
ξ
4
6
UpperΔlimit alarm with standby
sequence(deviation)
ON
OFF
SP
X
ON
OFF
SP
X
7
LowerΔlimit alarm with standby
sequence(deviation)
ON
OFF
SP
X
ON
OFF
SP
X
8 AbsoluteΔvalueupperΔlimit
ON
OFF
0
X
ON
OFF
0
X
9 AbsoluteΔvaluelowerΔlimit
ON
OFF
0
X
ON
OFF
0
X
10
AbsoluteΔvalueupperΔlimitwith
standbysequence
ON
OFF
0
X
ON
OFF
0
X
11
AbsoluteΔvaluelowerΔlimit with
standbysequence
ON
OFF
0
X
ON
OFF
0
X
ξξ ξ ξξξ '""ξ$.ξ ξ ξ!)ξ$.ξξξξ& (ξξ'ξ%ξ ξ*"$ξ%%ξξ ξ% ,ξξ ξ ξ ,ξξξ ξξ ξξ %ξ& ξ ξξ"ξ ξξ &ξ+ ξ!$ ξξξξ ξξξ$ξ
"!ξ & )ξ&ξ %ξ& (ξξ'ξ% ξξ ξ ξ ξ ξξ
ξξ ξ ξξ& (ξξ'ξ ξ ξ ξ""ξ$. ξ ξ ξ!)ξ$.ξξξξ& ξξξ$ξ
LHSP LHSP
LHSP
LHSP
LHSP
H<0,L>0
|H| < |L|
H>0,L<0
|H| > |L|
H<0,L<0
H<0,L>0
|H|
y
|L|
H>0,L<0
Case 1 Case 2 Case 3 (Normally ON)
ξξ ξ ξξ& (ξξ'ξ ξ ξ ξ""ξ$. ξ ξ ξ!)ξ$.ξξξξ& $ξ ξξ
LHSP LHSP
LHSP
LHSP
LHSP
H<0,L>0
|H| < |L|
H>0,L<0
|H| > |L|
H<0,L<0
H<0,L>0
|H|
y
|L|
H>0,L<0
|H|
x
|L|
Case 1 Case 2 Case 3 (Normally OFF)
ξξ ξ ξξ& (ξξ'ξ ξ ξ ξ""ξ$. ξ ξ ξ!)ξ$.ξξξξ& ξξξ$ξ )ξ&ξ %&ξ ξξ+ %ξ#'ξ ξξ
ξξ!$ &ξξ ξξ!(ξ '""ξ$. ξ ξ ξ!)ξ$.ξξξξ& ξξξ$ξ
. ξ ξξ%ξ% ξ ξ ξ ξξ &ξξ ξξξ$ξ ξ% !$ξξξξ+ ξξξ ξξ '""ξ$. ξ ξ ξ!)ξ$.ξξξξ& (ξξ'ξ% !ξ ξ+%&ξ$ξ%ξ% !(ξ$ξξ"ξ
Cases 1 and 2 example:
. ξ ξξ%ξ ξξ &ξξ ξξξ$ξ ξ% !$ξξξξ+ ξξξξ
ξξ ξ ξξ& (ξξ'ξ ξ ξ ξ""ξ$. ξ ξ ξ!)ξ$.ξξξξ& ξξξ$ξ )ξ&ξ %&ξ ξξ+ %ξ#'ξ ξξ
ξξξ ξξξ$ξ ξ% !$ξξξξ+ ξξξ ξξ '""ξ$. ξ ξ ξ!)ξ$.ξξξξ& (ξξ'ξ% !ξ ξ+%&ξ$ξ%ξ% !(ξ$ξξ"ξ
J
Alarm type
ξ
1
ξ
1
ξ
1