Interactive schedulability analysis

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Název: Interactive schedulability analysis
Autoři: Unmesh D. Bordoloi, Samarjit Chakraborty
Přispěvatelé: The Pennsylvania State University CiteSeerX Archives
Zdroj: http://www.arl.wustl.edu/~gorinsky/cited/GMT_Interactive_Bordoloi_Chakraborty_2007.pdf.
Informace o vydavateli: IEEE Computer Society
Rok vydání: 2006
Sbírka: CiteSeerX
Témata: Computers in Other Systems—Real time General Terms, Algorithms, Design, Performance, Verification Additional Key Words and Phrases, Schedulability analysis, recurring real-time task model, interactive design, performance debugging, nonfunctional constraints ACM Reference Format
Popis: A typical design process for real-time embedded systems involves choosing the values of certain system parameters and performing a schedulability analysis to determine whether all deadline constraints can be satisfied. If such an analysis returns a negative answer, then some of the parameters are modified and the analysis is invoked once again. This iteration is repeated until a schedulable design is obtained. However, the schedulability analysis problem for most task models is intractable (usually co-NP hard) and, hence, such an iterative design process is often very expensive. To get around this problem, we introduce the concept of “interactive ” schedulability analysis. It is based on the observation that if only a small number of system parameters are changed, then it is not necessary to rerun the full schedulability analysis algorithm, thereby making the iterative design process considerably faster. We refer to this analysis as being “interactive ” because it is supposed to be run in an interactive mode. This concept is fairly general and can be applied to a wide variety of task models. In this paper, we have chosen the recurring real-time task model, because it can be used to represent realistic applications from the embedded systems domain (containing conditional branches and fine-grained deadline constraints). Our experimental results show that using our scheme can lead to more than 20 × speedup for each invocation of the schedulability analysis algorithm, compared to the case where the full algorithm is run.
Druh dokumentu: text
Popis souboru: application/pdf
Jazyk: English
Relation: http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.416.2279; http://www.arl.wustl.edu/~gorinsky/cited/GMT_Interactive_Bordoloi_Chakraborty_2007.pdf
Dostupnost: http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.416.2279
http://www.arl.wustl.edu/~gorinsky/cited/GMT_Interactive_Bordoloi_Chakraborty_2007.pdf
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Přístupové číslo: edsbas.C4303C33
Databáze: BASE
Popis
Abstrakt:A typical design process for real-time embedded systems involves choosing the values of certain system parameters and performing a schedulability analysis to determine whether all deadline constraints can be satisfied. If such an analysis returns a negative answer, then some of the parameters are modified and the analysis is invoked once again. This iteration is repeated until a schedulable design is obtained. However, the schedulability analysis problem for most task models is intractable (usually co-NP hard) and, hence, such an iterative design process is often very expensive. To get around this problem, we introduce the concept of “interactive ” schedulability analysis. It is based on the observation that if only a small number of system parameters are changed, then it is not necessary to rerun the full schedulability analysis algorithm, thereby making the iterative design process considerably faster. We refer to this analysis as being “interactive ” because it is supposed to be run in an interactive mode. This concept is fairly general and can be applied to a wide variety of task models. In this paper, we have chosen the recurring real-time task model, because it can be used to represent realistic applications from the embedded systems domain (containing conditional branches and fine-grained deadline constraints). Our experimental results show that using our scheme can lead to more than 20 × speedup for each invocation of the schedulability analysis algorithm, compared to the case where the full algorithm is run.