2.92mm(M)-2.4mm(M) Precision Right Angle 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 Ω |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
2.4mm |
Connector 2 Gender |
Male |
Connector 2 Impedance |
50 Ω |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Stainless Steel |
Mount Method |
None |
Body Style |
Right Angle |
Electrical Specifications
Frequency Range |
DC-40G |
Environmental Specifications
Temperature Range |
-55~+165℃ |