SMA(M)-SMA(M) Adapter, Right Angle, 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 |
Male |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Brass Gold Plated |
Mount Method |
None |
Body Style |
Right Angle |
Electrical Specifications
Frequency Range |
DC-18G |
Environmental Specifications
Temperature Range |
-55~+165℃ |