SMA(F)-SMA(F) Precision Adapter,DC-26.5GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
SMA |
Connector 1 Gender |
Female |
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℃ |