基于某些概率模型的系统可靠性

A. Farid, N. Ali, M. Haq
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引用次数: 0

摘要

系统通常由电气或机械部件组成。为了确定系统的真实可靠度,我们将连续概率模型应用到系统中,该模型随时间确定系统的可靠度。在本文中,我们考虑了一个元件以串并联混合方式连接的系统。每个组件的概率行为基于指数和林德利概率模型,因为这些模型是衰减函数,适用于电子和电气系统。此外,每个组件都有不同的参数值。利用系统的联合概率来评价系统的性能和可靠性。可靠性曲线图显示了可靠性随时间的降低[6]。当可靠性下降到非常低的水平时,此时建议必须停止操作,更换或维修部件,使系统重新启动,可靠性值较高。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Reliability in Systems Based on Some Probability Models
Systems in general consist of components which are usually electrical or mechanical. To determine the true reliability of the system, we have applied the continuous probability model to the system which determine the reliability of the system with time. In the present paper we consider a system in which components are connected in a mixture of series and parallel. The probabilistic behavior of each components is based on Exponential and Lindley probability models as these models are decaying functions and are suitable for electronic and electrical systems. Also, each component has different values of parameter. The joint probability of the system is used to evaluate the properties and reliability of the system. The graph of reliability curves show the decrease in reliability with time [6]. When reliability has decreased to a very low level, at this time it is suggested that the operation must be stopped, and components be either replaced or serviced so the system may start again with high value of reliability.
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