2.4mm(F)-SSMA(F) Precision Adapter,DC40GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
2.4mm |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
SSMA |
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-40G |
Environmental Specifications
Temperature Range |
-55~+165℃ |