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1
Precision Edge®
SY89871U
Micrel, Inc.
M9999-082407
hbwhelp@micrel.com or (408) 955-1690
DESCRIPTION
Two matched-delay outputs:
• Bank A: undivided pass-through (QA)
• Bank B: programmable divide by
2, 4, 8, 16 (QB0, QB1)
Matched delay: all outputs have matched delay,
independent of divider setting
Guaranteed AC performance:
• >2.5GHz fMAX
• <250ps tr/tf
• <670ps tpd (matched delay)
• <15ps within-device skew
Low jitter design
• <1psRMS cycle-to-cycle jitter
• <10psPP total jitter
Power supply 3.3V or 2.5V
Unique patent-pending input termination and VT pin
for DC- and AC-coupled inputs: any differential
inputs (LVPECL, LVDS, CML, HSTL)
TTL/CMOS inputs for select and reset
100K EP compatible LVPECL outputs
Parallel programming capability
Wide operating temperature range: –40°C to +85°C
Available in 16-pin (3mm x 3mm) MLF® package
FEATURES
APPLICATIONS
OC-3 to OC-192 SONET/SDH applications
Transponders
Oscillators
SONET/SDH line cards
1Rev.: F Amendment: /0
Issue Date: August 2007
The SY89871U is a 2.5V/3.3V LVPECL output precision
clock divider capable of accepting a high-speed differential
clock input (AC or DC-coupled) CML, LVPECL, HSTL or
LVDS clock input signal and dividing down the frequency
using a programmable divider ratio to create a frequency-
locked lower speed version of the input clock (Bank B).
Available divider ratios are 2, 4, 8 and 16. In a typical
622MHz clock system this would provide availability of
311MHz, 155MHz, 77MHz, or 38MHz auxiliary clock
components.
The differential input buffer has a unique internal
termination design that allows access to the termination
network through a VT pin. This feature allows the device to
easily interface to different logic standards. A VREF-AC
reference is included for AC-coupled applications.
The SY89871U includes two phase-matched output
banks. Bank A (QA) is a frequency-matched copy of the
input. Bank B (QB0, QB1) is a divided down output of the
input frequency. Bank A and Bank B maintain a matched
delay independent of the divider setting.
All support documentation can be found on Micrel’s web
site at: www.micrel.com.
FUNCTIONAL BLOCK DIAGRAM
Precision Edge®
Precision Edge®
SY89871U
2.5GHz ANY DIFF. IN-TO-LVPECL
PROGRAMMABLE CLOCK DIVIDER/
FANOUT BUFFER W/INTERNAL TERMINATION
TYPICAL PERFORMANCE
Precision Edge is a registered trademark of Micrel, Inc.
MicroLeadFrame and MLF are registered trademarks of Amkor Technology, Inc.
IN50Ω
50Ω
/IN
S0
S1
QB
/QB
QB
/QB
QA
/QA
RESET
V
T
V
REF-AC
Divided
by
2, 4, 8
or 16
Decoder
/QB0
QB0
/QA
QA
QA@622MHz and QB@155.5MHz
÷4
622MHz
Output
155.5MHz
Output