2.4mm Female to GPPO(Mini-SMP) Female Right Angle Cable Using 405 Series Coax, DC-40GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
2.4mm |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Style |
Straight |
Connector 1 Body Material |
Stainless Steel |
Connector 1 Mount Method |
None |
Connector 2 Series |
GPPO(Mini-SMP) |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Style |
Right Angle |
Connector 2 Body Material |
CuBe Gold Plated |
Connector 2 Mount Method |
None |
For Cable |
GT405 |
Arm Serious |
None |
Electrical Specifications
Frequency Range |
DC-40G |
Insertion Loss |
See datasheet |
Environmental Specifications
Temperature Range |
-40~+125℃ |