SMA(F)-2.4mm(M) 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 |
2.4mm |
Connector 2 Gender |
Male |
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℃ |