N(F)-SMA(M) Adapter, DC-12.7GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
N |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Brass Nickel Plated |
Connector 2 Series |
SMA |
Connector 2 Gender |
Male |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Brass Nickel Plated |
Mount Method |
None |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-12.7G |
VSWR |
≤1.25 |
Environmental Specifications
Temperature Range |
-55~+165℃ |