SMA Male to SMA Female 4 Hole Flange Cable Using MCC HFE 100D Coaxx,DC-18GHz
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)
Description
Connector 1 Series |
SMA |
Connector 1 Gender |
Male |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Style |
Straight |
Connector 1 Body Material |
Brass Gold Plated |
Connector 1 Mount Method |
None |
Connector 2 Series |
SMA |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Style |
Straight |
Connector 2 Body Material |
Brass Ni Plated |
Connector 2 Mount Method |
4 Hole Flange |
For Cable |
HFE100D |
Arm Serious |
None |
Electrical Specifications
Frequency Range |
DC-18G |
VSWR |
≤1.35 |
Insertion Loss |
See datasheet |
Environmental Specifications
Temperature Range |
-40~+165℃ |