2.92mm(F)-1.0mm(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 |
1.0mm |
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 |
-55~+165℃ |