SMA(M)-2.4mm(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 |
2.4mm |
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℃ |