一种有效的分时复用单资源配置方法

B. Akesson, Anna Minaeva, P. Šůcha, Andrew Nelson, Z. Hanzálek
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引用次数: 23

摘要

复杂的现代系统包含多个应用程序,其中一些具有严格的实时要求,而另一些则没有。这些应用程序部署在具有共享资源(如处理器、互连和内存)的多核平台上。但是,资源共享会导致共享应用程序之间的争用,必须由资源仲裁器解决。时分多路复用(TDM)是一种常用的仲裁器,但它具有挑战性,既要满足实时资源客户机的带宽和延迟需求,又要最小化它们的总分配以提高非实时客户机的性能。这项工作通过提出一种有效的TDM配置方法来解决这个问题。五个主要贡献是:1)分析了具有任意时隙分配的TDM调度的带宽和延迟保证,2)TDM配置问题的公式及其np困难的证明,3)通过穷量评估所有可能的TDM调度大小来最优解决配置问题的整数线性规划模型,4)选择候选调度大小的启发式方法,该方法大大减少了计算时间,而效率仅略有下降。5)对方法进行实验评估,检查其可扩展性并量化最优算法和启发式算法的计算时间和总分配之间的权衡。该方法还在一个高清视频和图形处理系统的案例研究中进行了演示,其中一个内存控制器由多个处理元素共享。
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An efficient configuration methodology for time-division multiplexed single resources
Complex contemporary systems contain multiple applications, some which have firm real-time requirements while others do not. These applications are deployed on multi-core platforms with shared resources, such as processors, interconnect, and memories. However, resource sharing causes contention between sharing applications that must be resolved by a resource arbiter. Time-Division Multiplexing (TDM) is a commonly used arbiter, but it is challenging to configure such that the bandwidth and latency requirements of the real-time resource clients are satisfied, while minimizing their total allocation to improve the performance of non-real-time clients. This work addresses this problem by presenting an efficient TDM configuration methodology. The five main contributions are: 1) An analysis to derive a bandwidth and latency guarantee for a TDM schedule with arbitrary slot assignment, 2) A formulation of the TDM configuration problem and a proof that it is NP-hard, 3) An integer-linear programming model that optimally solves the configuration problem by exhaustively evaluating all possible TDM schedule sizes, 4) A heuristic method to choose candidate schedule sizes that substantially reduces computation time with only a slight decrease in efficiency, 5) An experimental evaluation of the methodology that examines its scalability and quantifies the trade-off between computation time and total allocation for the optimal and the heuristic algorithms. The approach is also demonstrated on a case study of a HD video and graphics processing system, where a memory controller is shared by a number of processing elements.
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