SMA(M)-SMA(F) Precision Adapter, DC-26.5GHz
![](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 |
Straight |
Electrical Specifications
Frequency Range |
DC-26.5G |
Environmental Specifications
Temperature Range |
-55~+165℃ |