7mm(Sexless)-3.5mm(M) Precision Adapter,DC-18GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
7mm |
Connector 1 Gender |
Sexless |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
3.5mm |
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-18G |
Environmental Specifications
Temperature Range |
-55~+165℃ |