NMD2.92MM(FEMALE)-3.5MM(FEMALE) Test Port Precision Adapter,DC to 26.5GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
NMD2.92mm |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
3.5mm |
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 |
≤1.15 |
Insertion Loss |
0.25dB |
Environmental Specifications
Temperature Range |
-55~+125℃ |