SMA(M)-2.92mm(M) Precision Adapter,DC-26.5GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
SMA |
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 |
Straight |
Electrical Specifications
Frequency Range |
DC-26.5G |
Environmental Specifications
Temperature Range |
-55~+165℃ |