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Performance analysis on distributed storage systems in ring networks

机译:环形网络中分布式存储系统的性能分析

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Distributed storage system can provide reliable service of data storage. Lots of applications, such as data center, P2P network, now use distributed storage systems. It's important to guarantee the reliability of data in these systems. Compared with simple replication, erasure coding can reduce storage space and repair bandwidth when a node in the system fails, and are thus intensively investigated. In reality, the communication between two nodes in the system may be restricted by some physical limitations, such as distance, or economic considerations, etc. In this paper, we propose a new model to account for the connectivity limitation. We consider a ring network where nodes can only communicate to neighbor nodes in a given range. Inspired by the concept of regenerating codes [1], we investigate the theoretical necessary condition of the existence of coding scheme. A trade-off between storage and repair bandwidth is derived. Two coding schemes are studied. One is minimum-storage regenerating (MSR) code, and the other is minimum-bandwidth regenerating (MBR) code. Two applications, corresponding to the coding schemes, are also presented in the paper.
机译:分布式存储系统可以提供可靠的数据存储服务。现在,许多应用程序(例如数据中心,P2P网络)都使用分布式存储系统。确保这些系统中数据的可靠性很重要。与简单复制相比,擦除编码可以减少存储空间并在系统中的某个节点发生故障时修复带宽,因此需要进行深入研究。实际上,系统中两个节点之间的通信可能会受到一些物理限制(例如距离或经济因素等)的限制。在本文中,我们提出了一种新模型来解决连接性限制。我们考虑一个环形网络,其中节点只能与给定范围内的邻居节点通信。受再生代码概念的启发[1],我们研究了存在编码方案的理论必要条件。得出了存储带宽和修复带宽之间的折衷方案。研究了两种编码方案。一种是最小存储重新生成(MSR)代码,另一种是最小带宽重新生成(MBR)代码。本文还介绍了与编码方案相对应的两个应用。

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