2.92(M)-G3PO(SMPS)(F) Precision Adapter,DC-40GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
2.92mm |
Connector 1 Gender |
Male |
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℃ |