SMA(M)-2.4mm(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 |
2.4mm |
Connector 2 Gender |
Male |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Stainless Steel |
Mount Method |
None |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-26.5G |
Environmental Specifications
Temperature Range |
-55~+165℃ |