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Worst-case Throughput Analysis of Real-time Dynamic Streaming Applications

机译:实时动态流应用程序的最坏情况吞吐量分析

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Wireless embedded applications have stringent temporal constraints. The frame arrival rate imposes a throughput requirement that must be satisfied. These applications are often dynamic and streaming in nature. The FSM-based Scenario-Aware Dataflow (FSM-SADF) model of computation (MoC) has been proposed to model such dynamic streaming applications. FSM-SADF splits a dynamic system into a set of static modes of operation, called scenarios. Each scenario is modeled by a Synchronous Dataflow (SDF) graph. The possible scenario transitions are specified by a finite-state machine (FSM). FSM-SADF allows a more accurate design-time analysis of dynamic streaming applications, capitalizing on the analysability of SDF. However, existing FSM-SADF analysis techniques assume 1) scenarios are self-timed bounded, for which strong-connectedness is a sufficient condition, and 2) inter-scenario synchronizations are only captured by initial tokens that are common between scenarios. These conditions are too restrictive for many real-life applications. In this paper, we lift these restrictive assumptions and introduce a generalized FSM-SADF analysis approach based on the (max, +) linear systems theory. We present both exact and conservative worst-case throughput analysis techniques that have varying levels of accuracy and scalability. The analysis techniques are implemented in a publicly available dataflow analysis tool and experimentally evaluated with different wireless applications.
机译:无线嵌入式应用程序具有严格的时间限制。帧到达速率强加了必须满足的吞吐量要求。这些应用程序通常是动态的,本质上是流式的。已经提出了基于FSM的场景感知数据流(FSM-SADF)计算模型(MoC),以对这种动态流应用程序进行建模。 FSM-SADF将动态系统分成一组称为场景的静态操作模式。每个方案都由同步数据流(SDF)图建模。可能的方案转换由有限状态机(FSM)指定。 FSM-SADF利用SDF的可分析性,可以对动态流应用程序进行更准确的设计时分析。但是,现有的FSM-SADF分析技术假设1)场景是自定时的,对于这些场景,强连接是足够的条件,并且2)场景间同步仅由场景之间通用的初始令牌捕获。这些条件对于许多现实应用而言过于严格。在本文中,我们取消了这些限制性假设,并基于(max,+)线性系统理论介绍了一种广义的FSM-SADF分析方法。我们同时介绍了精确度和保守性最坏情况的吞吐量分析技术,它们具有不同级别的准确性和可伸缩性。分析技术在公开可用的数据流分析工具中实施,并通过不同的无线应用进行了实验评估。

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