2.4mm(M)-1.85mm(M) Precision Adapter,DC-50GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
2.4mm |
Connector 1 Gender |
Male |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
1.85mm |
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-50G |
Environmental Specifications
Temperature Range |
-55~+165℃ |