SMA(F)-2.92mm(M) Precision Adapter,DC-26.5GHz
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)
Description
Connector 1 Series |
SMA |
Connector 1 Gender |
Female |
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℃ |