2.92(F)-G3PO(SMPS)(M) 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 |
Male |
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℃ |