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)
AQUILA
Applications
lXENPAK Modules
lHigh speed serial
back-plane
lIntra system
interconnect
Overview
The MS2430 is the industry’s first highly integrated XAUI to XAUI transceiver which
provides interconnection extensions, therefore eliminating the need for two XGXS
blocks used in XENPAK modules and backplanes. MathStar’s first transceiver of
the Aquila Family of SerDes Products, the MS2430, is a physical layer device that
implements the PCS and PMA functions of an IEEE 802.3ae 10 Gbps application
and includes several features optimized for XENPAK optical modules. The greatest
challenge module manufacturers face today is designing low power modules at com-
petitive costs. MathStar provides significant cost, power and design advantages to
optical module manufacturers by delivering a 50% power advantage while reducing
board space by 45% in comparison to the industry’s current solutions. MathStar’s
MS2430, housed in a 147 pin BGA (12mm x 12mm) package, is designed using low
power CMOS technology and operates from 3.3V and 1.8V power supplies.
High Performance XAUI to XAUI Transceiver
Figure 1. MS2430 Block Diagram