An Iterative Refinement Framework for Tighter Worst-Case Execution Time Calculation

Hojung Bang, T. Kim, S. Cha
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引用次数: 10

Abstract

This paper presents an iterative refinement framework for static WCET analysis based on implicit path enumeration technique (IPET). We check the feasibility of IPET solutions, convert infeasible solutions to path constraints to exclude them from the analysis, and recalculate estimates whenever new path constraints are added. This process is repeated until no more constraints are extracted or a predefined time limit is reached. Since infeasible path detection itself is an undecidable problem, we propose an approximate method that checks feasibility efficiently while preserving safeness of the results. Generated path constraints are free of disjunctions; thus, amenable to integer linear program (ILP) solvers, which are used in IPET. We demonstrated the effectiveness and efficiency by conducting an experiment, where a module of flight control software of a commercial satellite developed in Korea was used
一种更严格的最坏情况执行时间计算迭代优化框架
提出了一种基于隐式路径枚举技术(IPET)的静态WCET分析迭代优化框架。我们检查IPET解决方案的可行性,将不可行的解决方案转换为路径约束以将其排除在分析之外,并在添加新的路径约束时重新计算估计。重复此过程,直到没有提取更多约束或达到预定义的时间限制为止。由于不可行路径检测本身是一个不确定的问题,我们提出了一种近似方法,在保证结果安全性的同时有效地检查可行性。生成的路径约束不存在析取;因此,适用于在IPET中使用的整数线性规划(ILP)求解器。我们利用韩国开发的商业卫星飞行控制软件模块进行了实验,证明了其有效性和效率
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