2.92mm Male Right Angle to 2.92mm Female Cable Using GT147A Coax, DC-40GHz
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)
Description
Connector 1 Series |
2.92mm |
Connector 1 Gender |
Male |
Connector 1 Impedance |
50 Ohms |
Connector 1 Polarity |
Standard |
Connector 1 Body Style |
Right Angle |
Connector 1 Body Material |
Passivated Staindless Steel |
Connector 1 Mount Method |
None |
Connector 2 Series |
2.92mm |
Connector 2 Gender |
Female |
Connector 2 Impedance |
50 Ohms |
Connector 2 Polarity |
Standard |
Connector 2 Body Style |
Straight |
Connector 2 Body Material |
Passivated Staindless Steel |
Connector 2 Mount Method |
None |
For Cable |
GT147A |
Arm Serious |
None |
Electrical Specifications
Frequency Range |
DC-40G |
VSWR |
≤1.44 |
Insertion Loss |
See datasheet |
Environmental Specifications
Temperature Range |
-40~+125℃ |