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15www.lumberg-automationusa.com 1-717-217-2299
Be Certain with Belden
M8 Actuator/Sensor Distribution Boxes
ASBSM 4/LED 3 | ASBSM 6/LED 3 | ASBSM 8/LED 3 | ASBSM 10/LED 3
Technical Data
Environmental
Degree of protection IP 67 / NEMA 6P
Operating temperature range -25°C (-13°F) / +70°C (+158°F)
Mechanical
Housing PBT
Insert PA, self-extinguishing
Contact M8: CuSn, pre-nickeled and 0.8
microns gold-plated
M12: Brass, pre-nickeled and 0.8
microns gold-plated
Receptacle shell Brass, nickel-plated
O-ring FKM
Electrical
Contact resistance ≤5mΩ
Voltage rating 10-30 V DC
Current rating 1.5 A per port
1.5 A max. total
Accessories (included)
ZVKM 2 M8 dust covers for unused sockets
ZBR 5/10 Attachable labels:
4-Ports: 5 pieces
6- and 8-Ports: 10 pieces
10-Ports: 15 pieces
Part Number Ports Mating Cordsets Mating Control Cable Characteristics
ASBSM 4/LED 3 4RSMV 3... or RSMWV 3... RKT 12-348 or RKWT 12-348
ASBSM 6/LED 3 6RSMV 3... or RSMWV 3... RKT 12-348 or RKWT 12-348
ASBSM 8/LED 3 8RSMV 3... or RSMWV 3... RKT 12-348 or RKWT 12-348
ASBSM 10/LED 3 10 RSMV 3... or RSMWV 3... RKT 12-348 or RKWT 12-348
8-Ports 10-Ports6-Ports
Distribution
Boxes
Distribution Boxes
1.800.Belden1 | www.lumberg-automationusa.com