A fuzzy based approach for the design and evaluation of dependable systems using the Markov model

P. Cugnasca, M. C. Andrade, J. Camargo
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引用次数: 2

Abstract

Dependability is a subject of great importance in the development of critical systems and may be quantified in terms of various factors, such as reliability, maintainability and availability, whose significance may vary between different applications. A generic technique based on the Markov model is proposed in this paper, using fuzzy theory, for the reliability and safety assessment of fault-tolerant computational systems, composed of replicated modules. As the Markov model requires some parameters which may not be precisely known during the calculation, this method allows uncertainty-based parameters that are represented as fuzzy numbers. As a consequence, the reliability and the safety time response are composed by several curves which have associated degrees of confidence. This result may be used to estimate the reliability and safety value range at a given instant of time where each value has an associated possibility degree in which the developer believes the system has.
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基于模糊的马尔可夫模型可靠系统设计与评价方法
可靠性在关键系统的开发中是一个非常重要的主题,并且可以根据各种因素进行量化,例如可靠性、可维护性和可用性,其重要性在不同的应用中可能有所不同。本文利用模糊理论,提出了一种基于马尔可夫模型的容错计算系统可靠性和安全性评估方法。由于马尔可夫模型需要一些在计算过程中可能不精确知道的参数,因此该方法允许基于不确定性的参数用模糊数表示。因此,可靠度和安全时间响应是由几条具有相关置信度的曲线组成的。该结果可用于估计给定时刻的可靠性和安全性值范围,其中每个值都具有开发人员认为系统具有的相关可能性程度。
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