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|Title: ||Optimizations of a hardware decoder for Deep-Space optical communications|
|Authors: ||Cheng, Michael K.|
Nakashima, Michael A.
Moision, Bruce E.
|Keywords: ||Cyclic redundancy check (CRC)|
field-programmable gate array (FPGA) implementation
quadratic polynomial interleaver
|Issue Date: ||2-Mar-2007 |
|Citation: ||IEEE Transactions On Circuits and Systems—I: Regular Papers, Vol. 55, NO. 2, March doi:200810.1109/TCSI.2007.913733|
|Abstract: ||The National Aeronautics and Space Administration has developed a capacity approaching modulation and coding scheme that comprises a serial concatenation of an inner accumulate pulse-position modulation (PPM) and an outer convolutional code [or serially concatenated PPM (SCPPM)] for deep-space optical communications. Decoding of this code uses the turbo principle. However, due to the nonbinary property of SCPPM, a straightforward application of classical turbo decoding is very inefficient. Here, we present various optimizations applicable in hardware implementation of the SCPPM decoder. More specifically, we feature a Super Gamma computation to efficiently handle parallel trellis edges, a pipeline-friendly “maxstar top-2” circuit that reduces the max-only approximation penalty, a low-latency cyclic redundancy check circuit for window-based decoders, and a high-speed algorithmic polynomial interleaver that leads to memory savings. Using the featured optimizations, we implement a 6.72 megabits-per-second (Mbps) SCPPM decoder on a single field-programmable gate array (FPGA). Compared to the current data rate of 256 kilobits per second from Mars, the SCPPM coded scheme represents a throughput increase of more than twenty-six fold. Extension to a 50-Mbps decoder on a board with multiple FPGAs follows naturally. We show through hardware simulations that the SCPPM coded system can operate within 1 dB of the Shannon capacity at nominal operating conditions.|
|Appears in Collections:||JPL TRS 1992+|
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