SMA(J)-SMA(J) 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 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℃ |