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BCM8212
®
TRANSCEIVER WITH INTERNAL LOOP TIMING AND PHASE DETECTOR
Application Block Diagram
•2.488- Gbps SO NE T/SDH tra nsceiver with dual differential
serial I/O
•Fully integrated CDR, MUX, DEMUX, and CMU with 16-bit,
155.52-MHz LV PECL interface
•On-chip, PLL-based clock generator
•Internal ph ase detector and charge pump for cleanup PLL
•Line and system loopback modes
•Loss-of-signal output (LOSB) and input (LOSIB)
•TX and RX lock detect
•Elastic buffering with FIFO overflow alarm
•Selectabl e 77.76/155.52-MHz reference clock
•Selectable RX clock and RX data squelch on LOS
•Selectable loop timing mode
•Dual 2.5V/3 .3V supplies
•Power dissipation: 1.2W typical
•Selectable div ide-by-32 or divide-by-16 receiver/ transm i tter
low-speed parallel output clock
•Standard CMOS fabrication process
•23 ¥ 23 mm, 208-pi n BGA package
•Low power consum ptio n el iminates extern al he at sinks , fan s
for s yst em ai rflo w, an d exp ensi ve hi gh cu rren t pow er su ppli es.
•Supports SONET dual-fiber ring architecture.821 2-PB05-R
•High integration reduces design cycle and time to market.
•Provides increased port density per board and system.
•Fea t ures low j it t e r: 3 mU I RMS typical.
•CMOS-based d evice uses th e most effective silicon econom y of
scale.
•Exceeds SONET jitter requi rements, which allows the use of
low-cost optics.
•Target applications:
•OC-4 8/S TM- 1 6 tra nsm is s ion eq uip m en t
•SONET/SDH optica l modules
•ADD/DROP multiplexers
•Digital cross-connects
•ATM switch backboneONE T/SDH test eq uipment
•SONET/SDH test equipment
•Terabit and edge route rs
FEATURES SUMMARY OF BENEFITS
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BCM8212
BCM8212
16
16
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