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TECHNICAL DATA
Dimensions (W x D x H) 73 x 50 x 18 mm without plug
Power supply 24V
DC
+/-20%
Power consumption max. 2,0 W
Temperature range -20°C up to 70°C
Humidity <95%, not condensing
Loop inductivity 20-800 µH
(recommended: 75-400 µH)
Operating frequency 30-130 kHz
Sensitivity range 0,01% - 0,27% (df/f)
0,02% - 0,54% (dL/L)
Loop lead-in max. 100 m
Outputs Opto-coupler 45V / 10mA / 100mW
Rise time 50 ms /100 ms (SUVEK1/SUVEK2)
Fall time 25 ms / 50 ms (SUVEK1/SUVEK2)
Min. output time 200 ms
Connection 2x MOLEX edge connector,
Series 3215, 2x 5-pin;
1x plug clamp 4-pin, RM 3,81
FEIG ELECTRONIC reserves the right to change specification without notice at any time.
Stand of information: January 2012.
ORDER DESCRIPTIONS
TST SUVEK1-1-D
1-channel induction loop detector module for TST FUS, TST
FUZ, TST FUF and all RELCON control un its
TST SUVEK2-1-D
2-channel induction loop detector module for TST FUS, TST
FUZ, TST FUF and all RELCON control un its
FUNCTION OF LEDs
LED green LED red Function
off off no power supply
flash off Detector calibrates
on off Detector operational, loop free
on on Detector operational,
loop occupied
off flash Loop failure