无线电网络的临界和条件概率论建模

P.A. Roman, B. Simms
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引用次数: 1

摘要

临界,由k.k.a Aggarwal (Ann Proc.)定义。可靠性和可维护性。, p.86-9, 1989),被证明是条件概率论的改编。这两种方法都被证明是对一个简单的无线电网络进行建模的可接受的技术。然而,等效并行配置方法通过以一种新的方式使用标准技术,为无线网络问题的建模提供了一种简单得多的方法。通过对标准可靠性方框图的简单操作,可以清楚地对非完全临界子单元的逻辑解释进行建模。等效并行配置方法在对故障组件可能导致或可能不会导致系统故障的任何情况进行建模时都是有用的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Radio network modeling using criticality and conditional probability theory
Criticality, as defined by K.K. Aggarwal (Proc. Ann. Reliability and Maintainability Symp., p.86-9, 1989), is shown to be an adaptation of conditional probability theory. Both of these methods are shown to be acceptable techniques for modeling a simple radio network. However, the equivalent parallel-configuration approach provided a much simpler way of modeling the radio network problem, by using standard techniques in a new way. The logical interpretation of not-fully-critical subunits is clearly modeled with a simple manipulation of the standard reliability block diagram. The equivalent parallel-configuration approach is shown to be useful in modeling any situation where failed components may or may not lead to system failure.<>
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