![](data:image/png;base64,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)
FCC ID: OIW CBDASMRPS8
Page 5 of 11
BDA BLOCK DIAGRAM
MW-CBDA-SMR-1W60PS-8
Duplexer
Downlink
Duplexer
Uplink
TO
BASE
STATION
ANTENNA
TO
AREA
ANTENNA
(N-TYPE)
(N-TYPE)
AGC RF AMPLIFIER
AGC CIRCUIT
DETECTER
AGC CIRCUIT
DETECTER
AGC RF AMPLIFIER
COUPLER
COUPLER
MGC
MGC