2.4mm(F)-SSMA(M) 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 |
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-40G |
Environmental Specifications
Temperature Range |
-55~+165℃ |