DocumentCode
104100
Title
An Efficient Test Method for Rate Monotonic Schedulability
Author
Moonju Park ; Heemin Park
Author_Institution
Sch. of Comput. Sci. & Eng., Incheon Nat. Univ., Incheon, South Korea
Volume
63
Issue
5
fYear
2014
fDate
May-14
Firstpage
1309
Lastpage
1315
Abstract
Rate Monotonic scheduling algorithm has been widely used in real-time systems for its optimality in fixed priority scheduling. Determining the Rate Monotonic schedulability of tasks is an important problem when designing a real-time system. There are exact schedulability test methods for Rate Monotonic scheduling, but the worst case response time analysis on which the exact tests are based is NP-hard. So the exact tests are often too complex to be executed on-line for large numbers of tasks. For practical use, polynomial time sufficient conditions for the Rate Monotonic schedulability have been studied. However, existing polynomial time tests are often too pessimistic. In this paper, we propose a new polynomial time sufficient condition based on the response time analysis, which is less pessimistic than existing ones. Simulation results show that our test significantly outperforms the existing tests and has performance close to the exact test.
Keywords
computational complexity; real-time systems; scheduling; NP-hard problem; exact schedulability test methods; fixed-priority scheduling; polynomial time sufficient conditions; polynomial time tests; rate monotonic schedulability algorithm; real-time system design; real-time system optimality; worst case response time analysis; Discrete cosine transforms; Harmonic analysis; Polynomials; Scheduling; Silicon; Time factors; Real-time scheduling; rate monotonic; schedulability;
fLanguage
English
Journal_Title
Computers, IEEE Transactions on
Publisher
ieee
ISSN
0018-9340
Type
jour
DOI
10.1109/TC.2012.296
Filename
6392823
Link To Document