2.92(F)-GPO(SMP)(M) Precision Adapter,DC-40GHz
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)
Description
Connector 1 Series |
2.92mm |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
GPO(SMP) |
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-40G |
Environmental Specifications
Temperature Range |
-55~+165℃ |