基于RRNS码的混合存储器簇容错算法

N. Haron, S. Hamdioui
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引用次数: 11

摘要

CMOS/非CMOS混合存储器,简称混合存储器,被誉为未来的超容量数据存储器。然而,这样的存储器将遭受高度集群故障的影响,从而影响其可靠性。本文提出了两种改进的基于冗余剩余数系统(RRNS)的纠错码来容忍混合存储器中的集群故障,即(i)三个非冗余模RRNS (3NRM-RRNS)和(ii)两个非冗余模RRNS (2NRM-RRNS)。实验结果和分析表明,3NRM-RRNS和2NRM-RRNS具有与Reed-Solomon (RS)和常规RRNS (C-RRNS)相竞争的纠错能力,但成本更低(减少了代码大小,降低了性能损失)。例如,对于16位内存,2NRM-RRNS使用41位码字提供了高达t=41.5%的按位纠错能力,而RS使用48位码字提供了高达t=33.3%的纠错能力,C-RRNS使用61位码字提供了高达t=31.1%的纠错能力。此外,2NRM-RRNS在恢复正确数据方面比C-RRNS快5.6倍,从而获得更高的解码速度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Using RRNS Codes for Cluster Faults Tolerance in Hybrid Memories
Hybrid CMOS/non-CMOS memories, in short hybrid memories, have been lauded as future ultra-capacity data memories. Nonetheless, such memories are going to suffer from high degree of cluster faults, which impact their reliability. This paper proposes two modified Redundant Residue Number Systems (RRNS) based error correcting codes to tolerate cluster faults in hybrid memories, namely (i) Three Non-Redundant Moduli RRNS (3NRM-RRNS) and (ii) Two Non-Redundant Moduli RRNS (2NRM-RRNS). Experimental results and analysis show that 3NRM-RRNS and 2NRM-RRNS possess competitive error correction capability to that of Reed-Solomon (RS) and conventional RRNS (C-RRNS), but at lower cost (reduced code size, lower performance penalty). E.g., for 16-bit memory 2NRM-RRNS provides a bit-wise error correction capability up to t=41.5% using 41 bits codeword, whereas RS offers only up to t=33.3% using 48 bits and C-RRNS supports up to t=31.1% using 61 bits. In addition, 2NRM-RRNS is 5.6 times faster than C-RRNS in recovering a correct data, which in turn results in higher speed decoding performance.
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