N(M)-N(F)-N(M) Tee Adapter,DC-3GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
N |
Connector 1 Gender |
Male |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Brass Nickel Plated |
Connector 2 Series |
N |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Material |
Brass Nickel Plated |
Connector 3 Series |
N |
Connector 3 Gender |
Male |
Connector 3 Impedance |
50 Ohms |
Connector 3 Polarity |
Standard |
Connector 3 Body Material |
Brass Nickel Plated |
Mount Method |
None |
Body Style |
Tee |
Electrical Specifications
Frequency Range |
DC-3G |
Environmental Specifications
Temperature Range |
-55~+165℃ |