2.92mm(M)-2.4mm(M) Precision Adapter,DC-40GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
2.92mm |
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 |
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℃ |