SMA(F)-SMA(M) Reverse Polarity Adapter, DC-18GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
SMA |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Brass Gold Plated |
Connector 2 Series |
SMA |
Connector 2 Gender |
RP MALE |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Reverse Polarity |
Connector 2 Body Material |
Brass Gold Plated |
Mount Method |
None |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-18G |
Environmental Specifications
Temperature Range |
-55~+165℃ |