2.4mm Male to 2.4mm Female Cable Using GT047 Series Low Loss and Flexible Cable, Φ1.4mm, DC-50GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
2.4mm |
Connector 1 Gender |
Male |
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 |
2.4mm |
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 |
None |
Electrical Specifications
Frequency Range |
DC-50G |
Insertion Loss |
See datasheet |
Environmental Specifications
Temperature Range |
-40~+125℃ |