Partial-parallel-repair (PPR): a distributed technique for repairing erasure coded storage

S. Mitra, R. Panta, Moo-Ryong Ra, S. Bagchi
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引用次数: 105

Abstract

With the explosion of data in applications all around us, erasure coded storage has emerged as an attractive alternative to replication because even with significantly lower storage overhead, they provide better reliability against data loss. Reed-Solomon code is the most widely used erasure code because it provides maximum reliability for a given storage overhead and is flexible in the choice of coding parameters that determine the achievable reliability. However, reconstruction time for unavailable data becomes prohibitively long mainly because of network bottlenecks. Some proposed solutions either use additional storage or limit the coding parameters that can be used. In this paper, we propose a novel distributed reconstruction technique, called Partial Parallel Repair (PPR), which divides the reconstruction operation to small partial operations and schedules them on multiple nodes already involved in the data reconstruction. Then a distributed protocol progressively combines these partial results to reconstruct the unavailable data blocks and this technique reduces the network pressure. Theoretically, our technique can complete the network transfer in ⌈(log2(k + 1))⌉ time, compared to k time needed for a (k, m) Reed-Solomon code. Our experiments show that PPR reduces repair time and degraded read time significantly. Moreover, our technique is compatible with existing erasure codes and does not require any additional storage overhead. We demonstrate this by overlaying PPR on top of two prior schemes, Local Reconstruction Code and Rotated Reed-Solomon code, to gain additional savings in reconstruction time.
部分并行修复(PPR):一种用于纠删编码存储的分布式修复技术
随着我们周围应用程序中数据的爆炸式增长,擦除编码存储已经成为复制的一种有吸引力的替代方案,因为即使存储开销显著降低,它们也能提供更好的可靠性,防止数据丢失。Reed-Solomon码是使用最广泛的擦除码,因为它为给定的存储开销提供了最大的可靠性,并且在选择确定可实现的可靠性的编码参数方面非常灵活。然而,不可用数据的重建时间变得非常长,这主要是因为网络瓶颈。一些建议的解决方案要么使用额外的存储空间,要么限制可以使用的编码参数。本文提出了一种新的分布式重构技术——部分并行修复(PPR),该技术将重构操作划分为多个小的部分操作,并将其调度到多个已经参与数据重构的节点上。然后用分布式协议逐步组合这些部分结果来重构不可用的数据块,这种技术降低了网络压力。理论上,与(k, m)里德-所罗门码所需的k时间相比,我们的技术可以在(log2(k + 1))²时间内完成网络传输。我们的实验表明,PPR显著降低了修复时间和读取时间。此外,我们的技术与现有的擦除码兼容,并且不需要任何额外的存储开销。我们通过将PPR叠加在先前的两种方案(局部重建代码和旋转Reed-Solomon代码)之上来证明这一点,以获得额外的重建时间节省。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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