2.4mm(M)-2.4mm(M) Precision Adapter, Right Angle, 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 |
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 |
Right Angle |
Electrical Specifications
Frequency Range |
DC-50G |
Environmental Specifications
Temperature Range |
-55~+165℃ |