2.4M)-GPO(SMP)(F) Precision Adapter,DC-40GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
2.4mm |
Connector 1 Gender |
Male |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
GPO(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-40G |
Environmental Specifications
Temperature Range |
-55~+165℃ |