SMA(F)-SMA(F) Precision AdapterDC-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 |
SMA |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Stainless Steel |
Mount Method |
Bulkhead |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-26.5G |
Environmental Specifications
Temperature Range |
-55~+165℃ |