SMA(M)-SMA(M) Precision Adapter,Right Angle,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 |
SMA |
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-26.5G |
Environmental Specifications
Temperature Range |
-55~+165℃ |