Sample-drop firmness analysis of TDMA-scheduled control applications

A. Behrouzian, Dip Goswami, M. Geilen, M. Hendriks, Hadi Alizadeh Ara, E. V. Horssen, W. Heemels, T. Basten
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引用次数: 6

Abstract

This paper proposes methods for verification of (m, k)-firmness properties of control applications running on a shared TDMA-scheduled processor. We particularly consider dropped samples arising from processor sharing. Based on the available processor budget for any sample that is ready for execution, the Finite-Point (FP) method is proposed for quantification of the maximum number of dropped samples. The FP method is further generalized using a timed automata based model to consider the variation in the period of samples. The UPPAAL tool is used to validate and verify the timed automata based model. The FP method gives an exact bound on the number of dropped samples, whereas the timed-automata analysis provides a conservative bound. The methods are evaluated considering a realistic case study. Scalability analysis of the methods shows acceptable verification times for different sets of parameters.
tdma计划控制应用的样品滴度分析
本文提出了在共享tdma调度处理器上运行的控制应用程序的(m, k)-牢固性的验证方法。我们特别考虑由于处理器共享而产生的丢失样本。基于任何准备执行的样本的可用处理器预算,提出了有限点(FP)方法来量化最大丢弃样本数量。利用基于时间自动机的模型进一步推广了FP方法,以考虑样本周期的变化。使用UPPAAL工具对基于时间自动机的模型进行验证。FP方法给出了丢失样本数量的精确边界,而时间自动机分析提供了一个保守边界。结合一个实际案例对这些方法进行了评价。方法的可扩展性分析显示了不同参数集的可接受验证时间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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