A New ECC Configuration Method for DRAM System Considering Metadata

In this paper, a new ECC (error correcting code) solution for DRAM (dynamic random access memory) in computing systems is proposed. Existing papers on ECC for DRAM systems do not consider storage space for metadata. The methodology proposed in this paper considers storing metadata attached to a cacheline data in DRAM. We infer the maximum number of single-chip error correction cases that a linear code can support while considering metadata storage space. This can be said to be the maximum theoretical correction probability for a single chip error. A methodology to construct a code with maximum single-chip error correction is presented. A decoding methodology for the code is proposed. The proposed ECC solution can correct not only single chip failure but also additional small bit errors. We calculate the correction capability of the proposed methodology and verified it through simulation. The encoder and decoder hardware were synthesized and compared with existing methodologies.

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Publication Details

Journal
IEEE Transactions on Computers
Published
2024-12-23
DOI
https://doi.org/10.1109/tc.2024.3521545
Citations
2
Primary Topic
Semiconductor materials and devices
Type
article
Field-Weighted Citation Impact
0.42
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article

A New ECC Configuration Method for DRAM System Considering Metadata

Euicheol Lim, Donghun Jeong, Jinil Chung, Jaeil Lim et al.
2 citations
IEEE Transactions on Computers
Semiconductor materials and devices
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article

A New ECC Configuration Method for DRAM System Considering Metadata

Euicheol Lim, Donghun Jeong, Jinil Chung, Jaeil Lim, Daegeun Jee
article en
2 citations

Abstract

In this paper, a new ECC (error correcting code) solution for DRAM (dynamic random access memory) in computing systems is proposed. Existing papers on ECC for DRAM systems do not consider storage space for metadata. The methodology proposed in this paper considers storing metadata attached to a cacheline data in DRAM. We infer the maximum number of single-chip error correction cases that a linear code can support while considering metadata storage space. This can be said to be the maximum theoretical correction probability for a single chip error. A methodology to construct a code with maximum single-chip error correction is presented. A decoding methodology for the code is proposed. The proposed ECC solution can correct not only single chip failure but also additional small bit errors. We calculate the correction capability of the proposed methodology and verified it through simulation. The encoder and decoder hardware were synthesized and compared with existing methodologies.

IEEE Transactions on ComputersVol. 74(4)
SK Group (South Korea) (KR), SK Group (Japan) (JP)
Openalex Percentile: Top 36%
Semiconductor materials and devices
0.42
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