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Power Matters.
TM
2
© 2015 Microsemi Corporation. Company Proprietary.
Satellite Signal Processing Congestion
1. Radiation-Hardened ASICs
High speed, high density, low power
Large NRE, relatively low volumes
Long development time,
long fabrication cycle time
High risk of schedule and cost over-runs
2. SRAM FPGAs
Easy prototyping, reprogrammable
Configuration SEU effects require
cumbersome mitigation
Increases Size, Weight and Power
Sensor resolution increasing faster than downlink bandwidth
Satellites required to perform more on-board processing
Requires high-density, high-performance payload processing electronics
Existing solutions for satellite on-board processing have high risks