GPPO(Mini-SMP)(F)-GPPO(Mini-SMP)(F) Adapter,DC-65GHz,Length 10.97mm
![](data:image/png;base64,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)
Description
安装方式 |
None |
Connector 1 Series |
GPPO(Mini-SMP) |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ω |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
CuBe Gold Plated |
Connector 2 Series |
GPPO(Mini-SMP) |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ω |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
CuBe Gold Plated |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-65G |
Environmental Specifications
Temperature Range |
-55℃~+165℃ |