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Product data sheet
Miniature connectors
Product description Contacts: 12, female cable connector, cable outlet 6 - 8 mm, blue
Area Snap-in IP67 Series 720
Order number 99 9134 62 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
Customs tariff number 85369010
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)
Housing material PA
Date: 2019-04-27 - Page 1 of 3