Proxel-based performability analysis of Non-Markovian phased-mission systems

Lazarova Molnar Sanja

Research output: Chapter in Book/Report/Conference proceedingConference contribution

Abstract

Phased-mission system is a system whose mission consists of a sequence of non-overlapping phases described by different models. The focus of this paper is to apply the proxelbased simulation method to performability analysis of phasedmission systems. Phased-mission systems have been researched for a long time and they encompass a large number of systems in industry. Most of the existing methods impose some limitations on the systems they can analyze or face loss of accuracy. The proxel-based method allows for a general class of phased-mission systems to be analyzed without imposing the typical limitations on the models or sacrificing accuracy. Lower level components of systems can be described using any formalism, i.e. Petri nets or state-transition diagrams. We provide modification of the original algorithm of the proxelbased method, adapted to be applied to phased-mission systems. In addition, we present results from experiments performed using the presented approach.

Original languageEnglish
Title of host publicationAMS2010
Subtitle of host publicationAsia Modelling Symposium 2010 - 4th International Conference on Mathematical Modelling and Computer Simulation
Pages585-590
Number of pages6
DOIs
Publication statusPublished - 2010
EventAsia Modelling Symposium 2010: 4th International Conference on Mathematical Modelling and Computer Simulation, AMS2010 - Kota Kinabalu, Borneo, Malaysia
Duration: May 26 2010May 28 2010

Publication series

NameAMS2010: Asia Modelling Symposium 2010 - 4th International Conference on Mathematical Modelling and Computer Simulation

Other

OtherAsia Modelling Symposium 2010: 4th International Conference on Mathematical Modelling and Computer Simulation, AMS2010
Country/TerritoryMalaysia
CityKota Kinabalu, Borneo
Period5/26/105/28/10

Keywords

  • Performability
  • Phased-mission systems
  • Proxels

ASJC Scopus subject areas

  • Applied Mathematics
  • Modelling and Simulation

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