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一种基于分块主成分分析的存储器容错方法研究
引用本文:方嘉言,邵翠萍,李慧云. 一种基于分块主成分分析的存储器容错方法研究[J]. 集成技术, 2018, 7(6): 49-59
作者姓名:方嘉言  邵翠萍  李慧云
作者单位:中国科学院深圳先进技术研究院 深圳 518055,中国科学院深圳先进技术研究院 深圳 518055,中国科学院深圳先进技术研究院 深圳 518055
基金项目:国家自然科学基金项目(61267002、41271362);深圳市科技基金资助项目(JCYJ20160510154531467);深圳市自动驾驶感知决策与控制工程实验室(Y7D0041001)
摘    要:随着集成电路工艺水平提升,半导体器件尺寸越来越小,存储器更易受到周围环境的影响而导致数据存储故障。针对这一问题,该文提出了一种基于分块主成分分析的存储器容错方法。该方法应用分块主成分分析算法提取数据的主要特征,并对求取的特征数据作均值化处理,得到原始数据的最佳近似估计。该最佳近似估计可对数据中的任意故障做容错替换,使容错替换后的数据和原始数据的误差最小。实验结果表明,该方法可以使图片数据在 0.003 5 错误率的情况下仍保持峰值信噪比大于 30 dB;与传统纠错码相比,执行时间缩短了约 40%,内存消耗减少了约 12%,获得了较好的容错效果。

关 键 词:容错;主成分分析;分块主成分分析

A Fault-Tolerant Method Based on Modular Principal Component Analysisfor Memory
FANG Jiayan,SHAO Cuiping and LI Huiyun. A Fault-Tolerant Method Based on Modular Principal Component Analysisfor Memory[J]. , 2018, 7(6): 49-59
Authors:FANG Jiayan  SHAO Cuiping  LI Huiyun
Abstract:With the improvement of integrated circuit manufacturing technology, the size of electroniccomponents is shrinking accordingly. And that makes the memory components more susceptible to workingenvironment. To solve this problem, this paper presents a memory fault tolerance method based on modularprincipal component analysis (PCA). Main features of the data were obtained via modular PCA firstly. Then,the feature data is averaged to obtain the best available estimate of the original data. This best availableestimate can be used to make fault-tolerant replacements for any faults in the data, minimizing the sum ofthe squared errors of the fault-tolerant replaced data and the original data. Finally, using the reconstructedblock data, fault-tolerant replacement of the erroneous data in the original data block can be performed. Theexperimental results show that the picture data can keep a peak signal to noise ratio of more than 30 dB under 0.003 5 error rate. In comparison with conventional error correcting code approach, the execution time can bereduced about 40%, and the memory occupancy can be reduced about 12%.
Keywords:fault tolerance   principal component analysis   modular principal component analysis
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