7mm(Sexless)-2.4mm(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 |
2.4mm |
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℃ |