3.5mm(M)-2.4mm(F) Precision Adapter, DC-26.5GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
3.5mm |
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℃ |