SMA(M)-SMA(F) Precision Adapter,Radius 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 |
Stainless Steel |
Connector 2 Series |
SMA |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Stainless Steel |
Mount Method |
None |
Body Style |
Right Angle |
Electrical Specifications
Frequency Range |
DC-18G |
Environmental Specifications
Temperature Range |
-55~+165℃ |