N(F)-SMA(M) Adapter, DC-18GHz
![](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 Trimetal Plated |
Connector 2 Series |
SMA |
Connector 2 Gender |
Male |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Brass Trimetal Plated |
Mount Method |
None |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-18GHz |
VSWR |
≤1.25 |
Environmental Specifications
Temperature Range |
-55~+165℃ |