1.85mm(M)-1.85mm(M) Precision Adapter, Right Angle, 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 |
1.85mm |
Connector 2 Gender |
Male |
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℃ |