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Product data sheet
Miniature connectors
Product description Contacts: 4, cable plug connector, cable outlet 4 - 6 mm, gold plated contacts
Area M16 IP67 Series 723
Order number 09 0109 19 04
Illustration Scale drawing Contact arrangement
You can find the component part drawing on the next page.
Technical data
General values
Connector design cable connector
Connector locking system bolted
Termination solder
Wire gauge (mm) 0,75 mm²
Wire gauge (AWG) 20
Cable outlet 4,0 - 6,0 mm
Upper limit temperature 95 °C
Lower limit temperature -40 °C
Electrical values
Rated current (40 °C) 6 A
Rated voltage 250 V
Rated impulse voltage 1500 V
Pollution degree 1
Overvoltage category I
Insulating material group III
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 CuZn (brass)
Contact plating Au (gold)
Contact body material PBT (UL 94 V-0)
Date: 2018-05-13 - Page 1 of 3