A conceptual model for “inherent reliability” for nuclear weapons

R. Bierbaum
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引用次数: 5

Abstract

Many people, when thinking about different stages of a particular device's life vis-à-vis defectiveness, use the notion of the “bathtub curve” as a model. However this model is not fully applicable for the class of systems referred to as one-shot or single-shot systems. Key attributes of these systems are outlined in [1]: they typically stay in dormant storage until called upon for one-time use. Common examples of one-shot devices are air-bags in vehicles, fire suppression systems, certain types of safety features in nuclear power plants, missiles, thermal batteries, and some stand-by systems. This paper will focus on a particular example of one-shot systems, nuclear weapons, but the concepts presented are relevant for one-shot devices in general. A new model will be proposed as an alternative to the bathtub curve for one-shot systems. The new model includes two regimes: birth defect dominated and time-dependent dominated. A short discussion of why a bathtub curve might mistakenly be inferred is included. Finally, the relationship between inherent and estimated reliability will be described in the context of this model.
核武器“固有可靠性”的概念模型
许多人在考虑特定设备生命周期的不同阶段与-à-vis缺陷时,使用“浴缸曲线”的概念作为模型。然而,该模型并不完全适用于被称为单次或单次系统的系统类别。这些系统的关键属性概述在[1]中:它们通常保持在休眠存储中,直到被调用进行一次性使用。一次性装置的常见例子是车辆中的安全气囊、灭火系统、核电站中的某些类型的安全功能、导弹、热电池和一些备用系统。这篇文章将集中讨论一次发射系统的一个特殊例子,核武器,但是所提出的概念与一般的一次发射装置有关。将提出一种新的模型,作为浴缸曲线的替代方案,用于一次性系统。新模型包括两种机制:先天缺陷主导和时间依赖主导。一个简短的讨论为什么浴缸曲线可能被错误地推断包括在内。最后,将在此模型的背景下描述固有可靠性和估计可靠性之间的关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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