2.92mm(M)-1.85mm(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 |
1.85mm |
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~+165℃ |