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Product data sheet
Miniature connectors
Product description Contacts: 12, female cable connector, cable outlet 6 - 8 mm, red
Area Snap-in IP67 Series 720
Order number 99 9134 52 12
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 cable connector
Connector locking system snap
Termination solder
Wire gauge (mm) 0,25 mm²
Wire gauge (AWG) 24
Cable outlet 6,0 - 8,0 mm
Upper limit temperature 85 °C
Lower limit temperature -25 °C
Cable data
Approval 1 VDE
Electrical values
Rated current (40 °C) 2 A
Rated voltage 60 V
Rated impulse voltage 800 V
Pollution degree 2
Overvoltage category II
Insulating material group II
Volume resistivity ≤ 3 mΩ
Insulation resistance ≥ 10¹⁰Ω
EMC compliance Shielding is not possible
Degree of protection IP67
Mechanical operation > 500 Mating cycles
Material
Contact material CuSn (bronze)
Contact plating Au (gold)
Contact body material PA (UL 94 V-0)
Date: 2018-04-22 - Page 1 of 3