SMA Male to GPO(SMP) Male 2 Hole Flange Cable Using 3506 Series Coax,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 |
Passivated Staindless Steel |
Connector 1 Mount Method |
None |
Connector 2 Series |
GPO(SMP) |
Connector 2 Gender |
Male |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Style |
Straight |
Connector 2 Body Material |
Brass Gold Plated |
Connector 2 Mount Method |
2 Hole Flange |
For Cable |
3506 |
Arm Serious |
None |
Electrical Specifications
Frequency Range |
DC-18G |
Insertion Loss |
See datasheet |
Environmental Specifications
Temperature Range |
-40~+165℃ |