2.92mm Female to GPPO(Mini-SMP) Female, Right Angle, Cable Using GT047 Series Low Loss and Flexible Cable, Φ1.4mm, DC-40GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
2.92mm |
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 |
GPPO(Mini-SMP) |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Style |
Right Angle |
Connector 2 Body Material |
CuBe Gold Plated |
Connector 2 Mount Method |
None |
For Cable |
U12 |
Arm Serious |
None |
Electrical Specifications
Frequency Range |
DC-40G |
Insertion Loss |
See datasheet |
Environmental Specifications
Temperature Range |
-40~+125℃ |