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Worst-case analysis method

机译:最坏情况分析法

摘要

A general methodology for worst-case analysis of systems with discrete observable signals is disclosed. According to one embodiment, a signature sigma is chosen and a sigma-abstraction F is created, based on the system and the particular property to be analyzed. This procedure requires a user to facilitate the creation of an appropriate signature and sigma-abstraction. Next, for a given length of time T, a signature s is determined. From the signature s the worst-case boundary conditions are determined. The methodology may also be applied to timing analysis of embedded systems implemented on a single processor. The procedure calculates a time T which is an upper bound on the time a processor can be busy (i.e. busy period). Thus, for the busy-period analysis, the time T is no longer fixed. As in the first embodiment, a signature sigma is selected and a sigma-abstraction F is created. A workload function R is chosen, and a signature s and time T are calculated. The calculated time T is an upper bound on the length of a busy period for the given system.
机译:公开了用于具有离散可观察信号的系统的最坏情况分析的一般方法。根据一个实施例,基于系统和待分析的特定特性,选择签名西格玛并创建西格玛抽象F。此过程要求用户方便创建适当的签名和sigma摘要。接下来,对于给定的时间长度T,确定签名s。根据签名s确定最坏情况的边界条件。该方法还可以应用于在单个处理器上实现的嵌入式系统的时序分析。该过程计算时间T,该时间T是处理器可以繁忙的时间(即繁忙时段)的上限。因此,对于繁忙时段分析,时间T不再固定。如在第一实施例中一样,选择签名西格玛并创建西格玛抽象F。选择工作量函数R,并计算签名s和时间T。对于给定的系统,计算出的时间T是繁忙时段长度的上限。

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