N(M)-SMA(F) Reverse Polarity Adapter, DC-12.7GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
N |
Connector 1 Gender |
Male |
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℃ |