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A Performance Model of Effective Memory Management in HYDRA: a Large Scale Data Stream Recording System

机译:HYDRA中有效内存管理的性能模型:大型数据流记录系统

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Presently, digital continuous media (CM) are well established as an integral part of many applications. Scant attention has been paid to servers that can record such streams in real time. However, more and more devices produce direct digital output streams. Hence, the need arises to capture and store these streams with an efficient recorder that can handle both recording and playback of many streams simultaneously and provide a central repository for all data. Because of the continuously decreasing cost of memory, more and more memory is available on a large scale recording system. Unlike most previous work that focuses on how to minimize the server buffer size, this paper investigates how to effectively utilize the additional available memory resources in a recording system. We propose an effective resource management framework that has two parts: (1) a dynamic memory allocation strategy, and (2) a deadline setting policy (DSP) that can be applied consistently to both playback and recording streams, satisfying the timing requirements of CM, and also ensuring fairness among different streams. Furthermore, to find the optimal memory configuration, we construct a probability model based on the classic M/G/1 queueing model and the recently developed Real Time Queueing Theory (RTQT). Our model can predict (a) the missed deadline probability of a playback stream, and (b) the blocking probability of recording streams. The model is applicable to admission control and capacity planning in a recording system.
机译:目前,数字连续媒体(CM)已被广泛确立为许多应用程序的组成部分。很少关注可以实时记录此类流的服务器。但是,越来越多的设备产生直接的数字输出流。因此,需要使用高效的记录器来捕获和存储这些流,该记录器可以同时处理许多流的记录和回放,并为所有数据提供中央存储库。由于存储器成本的不断降低,因此在大型记录系统上越来越多的存储器可用。与以前的大多数工作着重于如何最大程度地减少服务器缓冲区大小不同,本文研究了如何在记录系统中有效利用额外的可用内存资源。我们提出了一个有效的资源管理框架,该框架包括两个部分:(1)动态内存分配策略,以及(2)可以同时应用于回放和记录流的截止时间设置策略(DSP),以满足CM的时序要求,并确保不同流之间的公平。此外,为了找到最佳的内存配置,我们基于经典的M / G / 1排队模型和最近开发的实时排队理论(RTQT)构建了概率模型。我们的模型可以预测(a)回放流错过最后期限的概率,以及(b)记录流的阻塞概率。该模型适用于记录系统中的准入控制和容量规划。

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