2.92mm(M)-SSMA(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 |
SSMA |
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℃ |