Binary Logic State Transition Oriented Formal General Reliability Model

doi:10.1007/s12204-015-1654-3

摘要/Abstract

摘要： There were various conventional modeling techniques with varied semantics for system reliability assessment, such as fault trees (FT), Markov process (MP), and Petri nets. However, it is strenuous to construct and to maintain models utilizing these formalisms throughout the life cycle of system under development. This paper proposes a unified formal modeling language to build a general reliability model. The method eliminates the gap between the actual system and reliability model and shows details of the system clearly. Furthermore, the model could be transformed into FT and MP through specific rules defined by a formal language to assess system-level reliability.

关键词: reliability, formal modeling method, fault trees (FT), Markov process (MP), general reliability model(GRM)

Abstract: There were various conventional modeling techniques with varied semantics for system reliability assessment, such as fault trees (FT), Markov process (MP), and Petri nets. However, it is strenuous to construct and to maintain models utilizing these formalisms throughout the life cycle of system under development. This paper proposes a unified formal modeling language to build a general reliability model. The method eliminates the gap between the actual system and reliability model and shows details of the system clearly. Furthermore, the model could be transformed into FT and MP through specific rules defined by a formal language to assess system-level reliability.

Key words: reliability, formal modeling method, fault trees (FT), Markov process (MP), general reliability model(GRM)

中图分类号:

N 945.17

ZHOU Yi-zhou (周一舟), REN Yi (任羿), LIU Lin-lin* (刘林林),MA Zheng (马政), WANG Zi-li . Binary Logic State Transition Oriented Formal General Reliability Model[J]. 上海交通大学学报（英文版）, 2015, 20(4): 482-488.

ZHOU Yi-zhou (周一舟), REN Yi (任羿), LIU Lin-lin* (刘林林),MA Zheng (马政), WANG Zi-li (王自力). Binary Logic State Transition Oriented Formal General Reliability Model[J]. Journal of shanghai Jiaotong University (Science), 2015, 20(4): 482-488.

参考文献

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[3] G¨udemann M, Ortmeier F. A framework for qualitative and quantitative formal model-based safety analysis[C]//2010 IEEE 12th International Symposium on High-Assurance Systems Engineering. [s.l.]: IEEE,2010: 132-141.
[4] Boiteau M, Dutuit Y, Rauzy A, et al. The AltaRica data-flow language in use: Modeling of production availability of a multi-state system [J]. Reliability Engineering and System Safety, 2006, 91(7): 747-755.
[5] Zhu Y Z, Zhang J G, Gong Q, et al. Reliability and safety assessment with AltaRica for complex aircraft systems [C]//2011 9th International Conference on Reliability, Maintainability and Safety. [s.l.]: IEEE,2011: 588-593.
[6] Griffault A, Point G, Kuntz F, et al. Symbolic computation of minimal cuts for AltaRica models [R].Talence Cedex, France: LaBRI, Universit′e de Bordeaux,2011.
[7] Brameret P-A, Roussel J-M, Rauzy A. Preliminary system safety analysis with limited Markov chain generation [C]//Proceedings of 4th IFAC Workshop on Dependable Control of Discrete Systems (DCDS 2013).York, UK: IFAC, 2013: hal-00859173.
[8] Friedenthal S, Moore A, Steiner R. A practical guide to SysML: The systems modeling language [M].[s.l.]: Elsevier, 2011.
[9] Sun Hong-xu, Xing Wei. The research of QVT model transformation approaches [J]. Intelligent Computer and Applications, 2011, 1(2): 79-81 (in Chinese).
[10] Ren Y, Liu L L, Zeng S K. Fault tree data structure based on XML and the conversion method to BDD[C]//2009 WRI World Congress on Computer Science and Information Engineering. [s.l.]: IEEE, 2009: 264-268.

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