1.0mm(F)-GPPO(Mini-SMP)(F) Precision Adapter,DC-65GHz
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)
Description
Connector 1 Series |
1.0mm |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
GPPO(Mini-SMP) |
Connector 2 Gender |
Female |
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-65G |
Environmental Specifications
Temperature Range |
-40 ~ +85℃ |