NMD3.5MM(FEMALE)-NMD3.5MM(MALE) VNA Precision Adapter,DC to 26.5GHz
![](data:image/png;base64,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)
Description
Connector 1 Series |
NMD3.5mm |
Connector 1 Gender |
Female |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Material |
Stainless Steel |
Connector 2 Series |
NMD3.5mm |
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-26.5G |
VSWR |
≤1.15 |
Insertion Loss |
0.23dB |
Environmental Specifications
Temperature Range |
-55~+125℃ |