Ultra-Low Loss Flexible raw Cable,DC-40GHz,Φ3.61mm, 2.2dB/m @40GHz, Substitute for Micro-coax UFB 142A
Test Report:
2.4mm Male to 2.4mm Male, Length=10m
![](data:image/png;base64,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)
Electrical Specifications
Velocity of Propagation |
83% |
Frequency Range |
DC-40G |
Insertion Loss |
See datasheet |
Environmental Specifications
Temperature Range |
-55 ~ +85℃ |
MECHANICAL CHARACTERISTICS
Outer Diameter |
3.61mm |
Minimum Bend Radius |
80.38mm |
MATERIALS
Dielectric |
Low density PTFE |
Centre Contact |
Silver plated copper |
Outer Contact |
Silver-plated copper braid |