SMA(J)-SMA(F) Reverse Polarity Adapter, DC-18GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
SMA |
Connector 1 Gender |
Male |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Brass Gold Plated |
Connector 2 Series |
SMA |
Connector 2 Gender |
RP FEMALE |
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℃ |