2.92mm(M)-2.92mm(F) Precision Adapter,4 Hole Flange,Hole Spacing 8.6mm,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 |
4 Hole Flange |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-40G |
Environmental Specifications
Temperature Range |
-55~+165℃ |