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Product data sheet
Automation technology - sensors and actuators
Product description Contacts: 5, cable outlet: 4-6 mm, female angled connector, shieldable, screw terminal connection, static ring version with
die-cast threaded ring, UL approval
Area M12-A Series 713
Order number 99 1436 824 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 female angled connector
Connector locking system bolted
Termination screw clamp
Wire gauge (mm) 0,75 mm²
Wire gauge (AWG) (18)
Cable outlet 4,0 - 6,0 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 shielded
Degree of protection IP67
Mechanical operation > 100 Mating cycles
Material
Contact material CuZn (brass)
Contact plating Au (gold)
Contact body material PA
Housing material Zinc die-cast nickel-plated
Date: 2018-09-17 - Page 1 of 3