2.92mm(F)-1.85mm(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 |
1.85mm |
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℃ |