1.85mm Female to GPPO(Mini-SMP) Female Precision Adapter,DC-67GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
1.85mm |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
GPPO(Mini-SMP) |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Brass Gold Plated |
Mount Method |
None |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-67G |
Environmental Specifications
Temperature Range |
-40~+85℃ |