1.85mm(M)-1.0mm(F) Precision Adapter, DC-67GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
1.85mm |
Connector 1 Gender |
Male |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
1.0mm |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Stainless Steel |
Mount Method |
None |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-67G |
Environmental Specifications
Temperature Range |
-55~+165℃ |