N(F)-SMA(F) Reverse Polarity 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 |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Reverse Polarity |
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℃ |