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Product data sheet
Automation technology - sensors and actuators
Product description Contacts: 5, cable outlet: 6-8 mm, cable plug connector, shieldable, screw terminal connection, static ring version with die-
cast threaded ring, UL approval
Area M12-A Series 713
Order number 99 1437 812 05
Illustration Scale drawing Contact arrangement
You can find the component part drawing and assembly instructions on the next page.
Technical data
General values
Connector design cable connector
Connector locking system bolted
Termination screw clamp
Wire gauge (mm) 0,75 mm²
Wire gauge (AWG) (18)
Cable outlet 6,0 - 8,0 mm
Upper limit temperature 85 °C
Lower limit temperature -40 °C
Cable data
Approval 1 UL
Electrical values
Rated current (40 °C) 4 A (3 A UL)
Rated voltage 60 V
Rated impulse voltage 800 V
Pollution degree 3
Overvoltage category II
Insulating material group III
Volume resistivity �� 3 mΩ
Insulation resistance >10⁸Ω
EMC compliance shieldable
Degree of protection IP67
Mechanical operation > 100 Mating cycles
Material
Contact material CuZn (brass)
Contact plating Au (gold)
Contact body material PA
Housing material Zink Druckguss vernickelt
Date: 2018-05-11 - Page 1 of 3