BNC(M)-BNC(F)Right Angle Adapter,DC-3GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
BNC |
Connector 1 Gender |
Male |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Brass Nickel Plated |
Connector 2 Series |
BNC |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Brass Nickel Plated |
Mount Method |
None |
Body Style |
Right Angle |
Electrical Specifications
Frequency Range |
DC-3G |
Environmental Specifications
Temperature Range |
-55~+165℃ |