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)
Figure 1
Line Bi -Directional Amplifier
BLOCK DIAGRAM
Rx/Tx DUPLEXER
Rx
BPF
Tx
BPF
Rx/Tx DUPLEXER
BIAS TEE
Rx
BPF
Tx
BPF
BIAS TEE
AMP
AMP
ariable
Attenuator
AMP
AMP
ariable
ttenuator
Variable attenuators
and AGC are optional
AC
Power
Supply
Bias Tee’s are optional