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Han
04
02
04. Industrial Connector Han®
Han® connectors with degree of protection IP65 / IP67 are
established as the worldwide standard for industrial connectors.
This standard connector can also be used directly as appliance
connector.
The rugged housings are equipped with secure interlock
mechanisms that protect the contact inserts from external negative
influences such as dust, dampness and mechanical stress. On
the appliance side, the connector contacts are routed in the
bulkhead mount module, soldered directly onto the PCB and are
aligned precisely to the bulkhead frame. This results in appliance
connections that are resistant to any environmental stress.
The Han® appliance connectors offer comprehensive solutions
based on connector inserts for data, signal and power lines up
to 32 A per contact. The Han® 3 A housing can be equipped for
communication applications with copper-bound RJ45 modules,
4-pole (Cat. 5) and 8-pole (Cat. 6) and optical LC modules.
The power contact inserts are available for the Han® 3 A, Han®
Compact and Han® B housing variants. The cables can be wired to
the contact inserts by way of crimp, screw or cage clamp terminals,
or using the patented Quick-Lock® quick connection technology for
on-site assembly.
HARTING highlights its Han® 3 A appliance connector series with
versatile hybrid contact inserts for wiring data and power lines
using a single connector and cable. This functionality results in a
reduction of insertion points and cabling by more than 50%.
Han® connectors with high degree of protection can be used for
wiring appliances, terminal boxes and control cabinets.