x码双奇偶校验阵列的成本分析

Alexander Thomasian, Jun Xu
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引用次数: 5

摘要

流行的RAID5磁盘阵列通过使用奇偶校验码按需重建故障磁盘的内容来容忍单个磁盘故障,但是如果第二个磁盘故障,则容易丢失数据。由于介质故障或第二块磁盘故障,系统地在备用磁盘上重建故障磁盘的内容的重建过程可能会失败。处理这两个问题的两个磁盘容错数组可以使用Reed-Solomon码或多个奇偶校验方案(如EVENODD、RDP、X- code和RM2)来实现。所有方法都会导致磁盘访问中的最小冗余和容量开销(RM2除外)。在EVENODD和RDP中选择适当的符号大小会产生与RAID6相同的访问模式,并且在降级模式下磁盘负载不平衡很小。在本研究中,我们考虑了X-code方法的负载增加和不平衡,因为其他方法在以前的研究中已经研究过了。我们推导了磁盘负载的一般表达式,并给出了图形来量化负载不平衡。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Cost Analysis of the X-code Double Parity Array
The popular RAID5 disk arrays tolerate a single disk failure by using a parity code to reconstruct the contents of a failed disk on demand, but are susceptible to data loss if a second disk fails. The rebuild process which systematically reconstructs the contents of a failed disk on a spare disk may be unsuccessful due to media failures or a second disk failure. Two disk failure tolerant arrays dealing with both problems can be implemented using Reed-Solomon codes or multiple parity schemes such as EVENODD, RDP, X- code, and RM2. All methods incur the minimum level of redundancy in disk accesses and also capacity overhead (except RM2). An appropriate choice of symbol sizes in EVENODD and RDP results in the same access pattern as RAID6 and little disk load imbalance in degraded mode. In this study we consider the load increase and imbalance of the X-code method, since other methods were investigated in previous studies. We derive a general expression for disk loads and present graphs to quantify the load imbalance.
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