Global Versus Local Schedulability Analysis of a Two-Level Hierarchical System

Aircraft systems manage resource sharing among several uniprocessor modules operating under the ARINC 653 specification. This standard, based on a two-level hierarchical architecture, guarantees function isolation within partitions. Partitions are scheduled on the processor according to an infinitely repeated offline statically defined cycle. During each cycle, a partition may be accessed either once or multiple times. This study focuses on the case where each partition is granted a single processor access per cycle. We propose an approach that involves transforming a two-level hierarchical scheduling model into a conventional uni-level system. This transformation enables the application of existing results from non-hierarchical uniprocessor scheduling for analysis. We establish a correlation between the schedulability properties of both systems and derive an exact schedulability criterion for fully harmonic task sets. Additionally, we extend this approach to compute precise worst-case response times of tasks within a two-level hierarchical system, leveraging established uniprocessor schedulability results. Finally, we evaluate the scalability of this method.

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Published
2025-05-26
DOI
https://doi.org/10.1109/isorc65339.2025.00014
Primary Topic
Scheduling and Optimization Algorithms
Type
article
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article

Global Versus Local Schedulability Analysis of a Two-Level Hierarchical System

Frédéric Ridouard, Henri Bauer, Annie Choquet‐Geniet, Luc Descharmes
Scheduling and Optimization Algorithms
article

Global Versus Local Schedulability Analysis of a Two-Level Hierarchical System

Frédéric Ridouard, Henri Bauer, Annie Choquet‐Geniet, Luc Descharmes
article en

Abstract

Aircraft systems manage resource sharing among several uniprocessor modules operating under the ARINC 653 specification. This standard, based on a two-level hierarchical architecture, guarantees function isolation within partitions. Partitions are scheduled on the processor according to an infinitely repeated offline statically defined cycle. During each cycle, a partition may be accessed either once or multiple times. This study focuses on the case where each partition is granted a single processor access per cycle. We propose an approach that involves transforming a two-level hierarchical scheduling model into a conventional uni-level system. This transformation enables the application of existing results from non-hierarchical uniprocessor scheduling for analysis. We establish a correlation between the schedulability properties of both systems and derive an exact schedulability criterion for fully harmonic task sets. Additionally, we extend this approach to compute precise worst-case response times of tasks within a two-level hierarchical system, leveraging established uniprocessor schedulability results. Finally, we evaluate the scalability of this method.

École Nationale Supérieure de Mécanique et d'Aérotechnique (FR), Université de Poitiers (FR)
Openalex Percentile: Top 62%
Scheduling and Optimization Algorithms
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