CMOS analog MAP decoder for (8,4) Hamming code

Design and test results for a fully integrated translinear tail-biting MAP error-control decoder are presented. Decoder designs have been reported for various applications which make use of analog computation, mostly for Viterbi-style decoders. MAP decoders are more complex, and are necessary compon...

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Veröffentlicht in:IEEE journal of solid-state circuits 2004-01, Vol.39 (1), p.122-131
Hauptverfasser: Winstead, C., Jie Dai, Shuhuan Yu, Myers, C., Harrison, R.R., Schlegel, C.
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container_end_page 131
container_issue 1
container_start_page 122
container_title IEEE journal of solid-state circuits
container_volume 39
creator Winstead, C.
Jie Dai
Shuhuan Yu
Myers, C.
Harrison, R.R.
Schlegel, C.
description Design and test results for a fully integrated translinear tail-biting MAP error-control decoder are presented. Decoder designs have been reported for various applications which make use of analog computation, mostly for Viterbi-style decoders. MAP decoders are more complex, and are necessary components of powerful iterative decoding systems such as turbo codes. Analog circuits may require less area and power than digital implementations in high-speed iterative applications. Our (8, 4) Hamming decoder, implemented in an AMI 0.5-/spl mu/m process, is the first functioning CMOS analog MAP decoder. While designed to operate in subthreshold, the decoder also functions above threshold with a small performance penalty. The chip has been tested at bit rates up to 2 Mb/s, and simulations indicate a top speed of about 10 Mb/s in strong inversion. The decoder circuit size is 0.82 mm/sup 2/, and typical power consumption is 1 mW at 1 Mb/s.
doi_str_mv 10.1109/JSSC.2003.820845
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subjects Ambient intelligence
Analog circuits
Analog computers
Bit rate
Circuit simulation
Circuit testing
Circuits
CMOS
CMOS process
Computer simulation
Decoders
Design engineering
Energy consumption
Hamming codes
Inversions
Iterative decoding
Iterative methods
Turbo codes
title CMOS analog MAP decoder for (8,4) Hamming code
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