2.92mm(M)-2.92mmM) Precision Adapter, Right Angle, 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 |
2.92mm |
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-40G |
Environmental Specifications
Temperature Range |
-55~+165℃ |