2.4mm(M)-2.4mm(M) 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 |
2.4mm |
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-50G |
VSWR |
≤1.15 |
Insertion Loss |
≤0.05 xSqt.(f_GHz) |
Environmental Specifications
Temperature Range |
-55~+165℃ |