Super Systems 7EK 31082 User Manual
Page 31
Appendix A.1
APPENDIX A
DEFAULT PARAMETERS
DEFAULT OPERATIVE PARAMETERS
The control parameters can be loaded with predetermined
default values. These data are the typical values loaded in the
instrument prior to shipment from factory.
To load the default values proceed as follows:
a)
The SMART function should be disabled.
b)
The instrument is in "UNLOCK" condition.
c)
The upper display will show the process variable while
the lower display will show the set point value.
d)
Held down
t pushbutton and press s pushbutton; the
display will show:
e)
Press
s or t pushbutton; the display will show:
f) Press FUNC pushbutton; the display will show:
This means that the loading procedure has been initiated.
After about 3 seconds the loading procedure is terminated and
the instrument reverts to NORMAL DISPLAY mode.
The following is a list of the default operative parameters
loaded during the above procedure:
PARAMETER
DEFAULT VALUE
SP
= minimum range value
Sñrt
= Disable
ñ.rSt
= OFF
SP2, SP3, SP4
= minimum range value
nnn
= OFF
AL1, AL2, AL3
= minimum range-value for process
alarms
0 for deviation or band alarms
HSA1, HSA2, HSA3 = 0.1 (%)
Pb
= 4.0 (%)
hyS
= 0.5 (%)
ti
= 4.00 (4 minutes)
td
= 1.00 (1 minute)
IP
= 50 % for servomotor control drive
30 % for one time proportional
control output
0 % for two control outputs.
Sñ.tt
= 1 (minute)
Sñ.db
= 5 (%)
Sñ. LL
= 0 (%)
Sñ.HL
= 100 (%)
Cy1
= 15 (s)
When two control outputs are
configured and the OUT1 has a "dir"
action, the CY1 default value will be
equal to:
10 seconds for P25 = AIr
4 seconds for P25 = OIL
2 seconds for P25 = H2O
Cy3
= 15 (s)
When two control outputs are
configured and the OUT3 has a "dir"
action, the CY3 default value will be
equal to:
10 seconds for P25 = AIr
4 seconds for P25 = OIL
2 seconds for P25 = H2O
rC
= 1.00 for P25 = AIr
0.80 for P25 = OIL
0.40 for P25 = H2O
OLAP
= 0
rL
= initial scale value
rH
= full scale value
Grd 1
= infinite (step transfer)
Grd 2
= infinite (step transfer)
OLH
= 100 (%)
tOL
= infinite
rñP
= infinite (step transfer)
SñCA
= rEv
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