2.92mm Female to 2.92mm Female Cable Using GT047 Series Low Loss and Flexible Cable, Φ1.4mm, DC-40GHz
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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 |
2.92mm |
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 |
GT3506 |
Arm Serious |
None |
Electrical Specifications
Frequency Range |
DC-40G |
Insertion Loss |
See datasheet |
Environmental Specifications
Temperature Range |
-40~+125℃ |