2.92mm(M)-2.92mm(F) Precision Adapter,Bulkhead,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 |
2.92mm |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Stainless Steel |
Mount Method |
Bulkhead |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-40G |
Environmental Specifications
Temperature Range |
-55~+165℃ |