通过保留感知实现行敏感DRAM刷新

Tanmay Goel, Divyansh S. Maura, Kaustav Goswami, Shirshendu Das, D. Banerjee
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引用次数: 1

摘要

动态随机存取存储器(DRAM)是现代计算系统中主存储器的实际选择。它基于电容技术,本质上是易挥发的。因此,这些内存需要定期刷新,通常为64毫秒,以确保数据的持久性。刷新会导致内存设备阻塞,无法进行正常的读写操作。然而,我们发现并不是所有的电池都需要在64ms时统一刷新。由于技术的收缩,在标称参数中观察到偏差,这导致保留和恢复时间的变化。本文提出了一种保留感知的DRAM刷新模型,该模型在DRAM器件的自动刷新(AR)模式下工作。我们将提出的模型称为轻量级保留时间感知刷新,或简称为LRAR,它可以以确定性或近似模式操作,同时消耗一定量的硬件空间。与之前提议的工程相比,前者确保了尽可能少的面积消耗。而后者的目的是为一种新出现的称为可变保留时间(VRT)的DRAM现象整合周期性刷新,它使用基本的近似。经过广泛的评估,我们发现我们提出的模型减少了程序的执行时间高达11%(平均9.4%)。存储系统的能耗平均降低11.5%,刷新能耗平均降低73.6%。我们以7$ 240 \mu \ mathm {m}^{2}\ (400mm$^{2\,}$die的0.0018$%)和存储开销实现了上述增益。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Towards Row Sensitive DRAM Refresh through Retention Awareness
Dynamic Random Access Memory (DRAM) is the de-facto choice for main memories in modern day computing systems. It is based on capacitor technology, which is volatile in nature. Hence, these memories require periodic refreshing, usually at 64 ms, in order to ensure data persistence. Refreshing results in blocking of the memory device for performing normal read or write operations. However, it has been found that not all cells of the device requires uniform refreshing at 64 ms. Due to shrinking of technologies, deviations are observed in nominal parameters which causes variations in retention and restoration time. In this paper, we propose a retention aware DRAM refreshing model, which is operated in auto-refresh (AR) mode of a DRAM device. We call the proposed model Lightweight Retention Time Aware Refreshing, or simply LRAR, which can be operated either in a deterministic or an approximate mode while consuming a constant amount of hardware space. The former ensures consumption of least possible area in comparison to previously proposed works. While the latter is aimed to incorporate periodic refreshing for a newly emerged DRAM phenomenon called Variable Retention Time, or, VRT, which uses the basics of approximation. After extensive evaluation, we find that our proposed model reduces execution time of programs up to 11% (9.4% on average). The memory system's energy consumption is also reduced by an average of 11.5%, and refresh energy by an average of 73.6%. We achieve the aforementioned gains at a modest area overhead of 7$,240 \mu \mathrm{m}^{2}\,(0.0018$% of a 400mm$^{2\,}$die) and storage overhead.
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