2.4(M)-G3PO(SMPS)(F) Precision Adapter,DC-50GHz
![](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 |
G3PO (SMPS) |
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-50G |
Environmental Specifications
Temperature Range |
-40+85℃ |