2.4mm Female to 1.0mm Female Cable Using GT047 Series Low Loss and Flexible Cable With Stainless Steel Wire Covered By Tin Plated Copper Wire And Nomex Braid, DC-50GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
2.4mm |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Style |
Straight |
Connector 1 Body Material |
Passivated Staindless Steel |
Connector 1 Mount Method |
None |
Connector 2 Series |
1.0mm |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Style |
Straight |
Connector 2 Body Material |
Passivated Staindless Steel |
Connector 2 Mount Method |
None |
For Cable |
U12 |
Arm Serious |
Stainless Steel Wire Covered By Tin Plated Copper Wire And Nomex Braid(A3) |
Electrical Specifications
Frequency Range |
DC-50G |
Insertion Loss |
See datasheet |
Environmental Specifications
Temperature Range |
-40~+125℃ |