1.85mm(F)-1.85mm(F) Precision Adapter, Right Angle, 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 |
1.85mm |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Stainless Steel |
Mount Method |
None |
Body Style |
Right Angle |
Electrical Specifications
Frequency Range |
DC-67G |
Environmental Specifications
Temperature Range |
-55~+165℃ |