Bulkhead 2.4mm(F)-2.4mm(F) Precision Adapter,DC-50GHz
![](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 |
2.4mm |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Stainless Steel |
Mount Method |
Bulkhead |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-50G |
Environmental Specifications
Temperature Range |
-55~+165℃ |