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CARLO GAVAZZI Automation Components. Specifications are subject to change without notice. Illustrations are for example only.
Vehicle detection solution
LD series
Loop detectors
LD series loop detectors are ideal to be used in car access
applications to control barriers, gates, bollards and ticketing
machines.
Loop detectors is the best solution in the market in detecting
vehicles and can be found in carparks, toll gantries, traffic
lights, on the streets, at the entrance/exit of any premises
and in many other places.
LD series loop detectors come with many features that are
designed specifically to simplify the installation process
and also equipped with diagnostic capability to ease
troubleshooting while providing a reliable and efficient way
of vehicle detection.
Adjustable sensitivity
Loop input inductance: 20 μH to 1000 μH with adjustable
sensitivity via 10 step potentiomenter easily accessible from
the front.
Automatic frequency tuning
Loop frequency is automatically tuned to avoid crosstalk
between adjacent loops. If manual tuning is preferred, 4
frequency channels are available and can be easily set via
dip switches.
Automatic sensitivity boost (ASB)
ASB function boosts the loop sensitivity to allow the detection
of high bed vehicles such as trucks, buses and trailers.
Fail secure and fail safe
In case of power loss or loop fault, the configuration of the
output will change to indicate detection (FAIL SAFE) or not
detection (FAIL SECURE) of a vehicle and hence open or
close the gate or barrier.
Wide power supply range
24-240 VAC/VDC rated operational voltage ensures full
flexibility.
Independently configurable outputs
The loop detectors come with 2 x SPDT outputs.
Each output is configurable independently and can be
configured in pulse or presence mode. The pulse length
and presence duration can also be set as well as whether
pulse during entrance or exit of the loop. Independently
configuring the 2 outputs provide great flexibility to meet
different installation requirements.
Directional logic
Using the dual loop version, the direction of the vehicle can
be ascertained via the directional logic function. Relay will
activate accordingly to the vehicle direction.
Multicolour LED for easy diagnostic
Multicolor LEDs will indicate different colors depending on
the status of the loop detector and of the 2 relay outputs.
The Loop LED will indicate the loop status such as inductance
too low or too high, loop short circuit or open circuit and
many others. This makes the troubleshooting process easy,
and enables constant monitoring of the loop health.