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Techniques for reducing long-term data movement on shingled magnetic recording drives.

机译:减少带状磁记录驱动器上长期数据移动的技术。

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摘要

Shingled Magnetic Recording (SMR) is a means of increasing the density of hard drives that brings a new set of challenges. SMR drives increase storage density by overlapping the write tracks (shingling) to be as wide as the read head. Due to the nature of SMR disks, updating in place is not an option. Holes left by invalidated data can only be filled if the entire band is reclaimed, and a poor band compaction algorithm could result in spending a lot of time moving blocks over the lifetime of the device. I propose using write frequency to separate blocks to reduce data movement and provide three band compaction algorithms that implement this heuristic in varying degrees: cold-weight, empty-separation, and separation+cold-weight. I demonstrate that using the techniques from the log-structured file system (LFS) perform worse than the greedy baseline algorithm. I demonstrate how my algorithms provides a reduction in long-term data movement. The cold-weight algorithm results in 1.81 times fewer blocks moved during required data movements when compared to naive approaches to band management. The empty-separation algorithm results in 135 times fewer blocks moved during required data movements compared to the greedy baseline algorithm. The separation+cold-weight algorithm results in moving up to 319 times fewer blocks during required data movements compared to the greedy baseline algorithm.
机译:带状磁记录(SMR)是增加硬盘密度的一种方式,带来了一系列新的挑战。 SMR驱动器通过使写入磁道(重叠)与读取磁头一样宽来增加存储密度。由于SMR磁盘的性质,无法进行就地更新。无效数据遗留的空洞只有在整个频带都被回收的情况下才能填补,不良的频带紧缩算法可能会导致在设备的整个生命周期内花费大量时间移动块。我建议使用写入频率来分隔块以减少数据移动,并提供三种频带压缩算法来以不同程度实现此启发式:冷重,空分隔和分隔+冷重。我证明了使用日志结构文件系统(LFS)中的技术要比贪婪的基线算法更差。我演示了我的算法如何减少长期数据移动。与单纯的频段管理方法相比,冷重算法在所需的数据移动过程中移动的块减少了1.81倍。与贪婪基线算法相比,空分隔算法导致所需数据移动期间移动的块减少了135倍。与贪婪的基线算法相比,分离+冷重算法可在所需的数据移动过程中减少多达319倍的块移动。

著录项

  • 作者

    Jones, Stephanie Nicole.;

  • 作者单位

    University of California, Santa Cruz.;

  • 授予单位 University of California, Santa Cruz.;
  • 学科 Computer science.;Engineering.;Systems science.
  • 学位 Ph.D.
  • 年度 2016
  • 页码 140 p.
  • 总页数 140
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

  • 入库时间 2022-08-17 11:47:04

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