1.85mm(M)-1.85mm(M) 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 |
1.85mm |
Connector 2 Gender |
Male |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Stainless Steel |
Mount Method |
None |
Body Style |
Straight |
Electrical Specifications
Frequency Range |
DC-67G |
Environmental Specifications
Temperature Range |
-55~+165℃ |