2.92mm(F)-2.92mm(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 |
2.92mm |
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 |
-55~+155℃ |