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E5EN-Q3HMT-W-500-N Datasheet(PDF) 8 Page - Omron Electronics LLC

Part # E5EN-Q3HMT-W-500-N
Description  Basic-type Digital Temperature Controller
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Manufacturer  OMRON [Omron Electronics LLC]
Direct Link  http://www.omron.com/index3.html
Logo OMRON - Omron Electronics LLC

E5EN-Q3HMT-W-500-N Datasheet(HTML) 8 Page - Omron Electronics LLC

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E5AN/E5EN
8
Alarm Outputs
Each alarm can be independently set to one of the following 13 alarm types. The default is 2: Upper limit.
Auxiliary outputs are allocated for alarms. ON delays and OFF delays (0 to 999 s) can also be specified.
Note: For models with heater burnout, SSR failure, and heater overcurrent detection, alarm 1 will be an OR output of the alarm selected from the
following alarm types and the alarms for heater burnout, SSR failure, and heater overcurrent. To output only a heater burnout alarm, SSR
failure alarm, and heater overcurrent alarm for alarm 1, set the alarm type to 0 (i.e., no alarm function).
*1. With set values 1, 4 and 5, the upper and lower limit values can
be set independently for each alarm type, and are expressed as
“L” and “H.”
*2. Set value: 1, Upper- and lower-limit alarm
*3. Set value: 4, Upper- and lower-limit range
*4. Set value: 5, Upper- and lower-limit with standby sequence
For Upper- and Lower-Limit Alarm Described Above
• Case 1 and 2
Always OFF when the upper-limit and lower-limit hysteresis
overlaps.
• Case 3: Always OFF
*5. Set value: 5, Upper- and lower-limit with standby sequence
Always OFF when the upper-limit and lower-limit hysteresis
overlaps.
*6. Refer to the E5CN/E5AN/E5EN/E5GN Digital Temperature
Controllers User's Manual Basic Type (Cat. No. H156) for
information on the operation of the standby sequence.
*7. Refer to the E5CN/E5AN/E5EN/E5GN Digital Temperature
Controllers User's Manual Basic Type (Cat. No. H156) for
information on the loop burnout alarm (LBA).
*8. Refer to the E5CN/E5AN/E5EN/E5GN Digital Temperature
Controllers User's Manual Basic Type (Cat. No. H156) for
information on the PV change rate alarm.
Set value
Alarm type
Alarm output operation
Description of function
When alarm value
X is positive
When alarm value
X is negative
0
Alarm function OFF
Output OFF
No alarm
1
*1
Upper- and lower-limit
*2
Set the deviation in the set point by setting the alarm
upper limit (H) and alarm lower limit (L).
2
Upper-limit
Set the upward deviation in the set point by setting
the alarm value (X).
3
Lower-limit
Set the downward deviation in the set point by setting
the alarm value (X).
4
*1
Upper- and lower-limit range
*3
Set the deviation in the set point by setting the alarm
upper limit (H) and alarm lower limit (L).
5
*1
Upper- and lower-limit with
standby sequence
*5
*4
A standby sequence is added to the upper- and
lower-limit alarm (1).
*6
6
Upper-limit with standby sequence
A standby sequence is added to the upper-limit alarm
(2).
*6
7
Lower-limit with standby sequence
A standby sequence is added to the lower-limit alarm
(3).
*6
8
Absolute-value upper-limit
The alarm will turn ON if the process value is larger
than the alarm value (X) regardless of the set point.
9
Absolute-value lower-limit
The alarm will turn ON if the process value is smaller
than the alarm value (X) regardless of the set point.
10
Absolute-value upper-limit with
standby sequence
A standby sequence is added to the absolute-value
upper-limit alarm (8).
*6
11
Absolute-value lower-limit with
standby sequence
A standby sequence is added to the absolute-value
lower-limit alarm (9).
*6
12
LBA (alarm 1 type only)
---
*7
13
PV change rate alarm
---
*8
ON
OFF
SP
LH
SP
X
ON
OFF
SP
X
ON
OFF
SP
X
ON
OFF
SP
X
ON
OFF
SP
LH
ON
OFF
SP
LH
ON
OFF
SP
X
ON
OFF
SP
X
ON
OFF
SP
X
ON
OFF
SP
X
ON
OFF
0
X
ON
OFF
0
X
ON
OFF
0
X
ON
OFF
0
X
ON
OFF
0
X
ON
OFF
0
X
ON
OFF
0
X
ON
OFF
0
X
ON
OFF
LH
H < 0, L > 0
⏐H⏐ < ⏐L⏐
SP
Case 1
LH
H > 0, L < 0
⏐H⏐ > ⏐L⏐
SP
Case 2
L
H
H < 0, L < 0
SP
L
H
H < 0, L > 0
⏐H⏐ ≥ ⏐L⏐
SP
L
H
H > 0, L < 0
⏐H⏐ ≤ ⏐L⏐
SP
Case 3 (Always ON)
LH SP
Case 1
LH
SP
Case 2
L
HSP
L
L
HSP
H
SP
Case 3 (Always OFF)
H < 0, L > 0
⏐H⏐ < ⏐L⏐
H > 0, L < 0
⏐H⏐ > ⏐L⏐
H < 0, L < 0
H < 0, L > 0
⏐H⏐ ≥ ⏐L⏐
H > 0, L < 0
⏐H⏐ ≤ ⏐L⏐


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