NMD2.4MM(FEMALE)-2.4MM(FEMALE) Test Port Precision Adapter,DC to 50GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
NMD2.4mm |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
2.4mm |
Connector 2 Gender |
Female |
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-26.5G |
VSWR |
≤1.25 |
Insertion Loss |
0.4dB |
Environmental Specifications
Temperature Range |
-55~+125℃ |