2.92(F)-G3PO(SMPS)(F) Precision Adapter,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 Material |
Stainless Steel |
Connector 2 Series |
G3PO (SMPS) |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Stainless Steel |
Mount Method |
None |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-40G |
Environmental Specifications
Temperature Range |
-40+85℃ |