Reliability growth model in early design stages

J. Juskowiak, V. Schweizer, M. Stohrer, B. Bertsche
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引用次数: 2

Abstract

In this paper, a new model for reliability growth planning in product development as well as a derived potential for its optimization are proposed. Unlike current models which do not have the ability to edit previous input data and thereby update the planning curve, the S-Planning-Curve (SPL), is proposed. Additionally, the SPL test results can be integrated as well. A delay before the beginning of the first test is also taken into account. The use of this integral approach and integration of known models, such as the continuous power law, make the SPL a powerful tool in product development. In addition the computer-based application can be easily used in practice. Because of its flexibility, the SPL model has advantages in different cases compared to the Modified Power Law and the modified IBM-Rosner Model. At the beginning of new complex products, it takes time to analyze the system thoroughly. Consequently this characteristic is implemented by the SPL. Furthermore, a delay time can be used to setup a test station. On the other hand, the SPL allows a response to a discrepancy between the actual and planned reliability at development time.
早期设计阶段可靠性增长模型
本文提出了一种新的产品开发可靠性增长规划模型,并推导了该模型的优化潜力。不同于现有模型不能编辑先前的输入数据从而更新规划曲线,本文提出了s -规划曲线(SPL)。此外,SPL测试结果也可以集成。第一次测试开始前的延迟也被考虑在内。使用这种积分方法和已知模型的集成,例如连续幂律,使SPL成为产品开发中的强大工具。此外,基于计算机的应用程序可以很容易地在实践中使用。由于SPL模型的灵活性,与修正幂律和修正IBM-Rosner模型相比,SPL模型在不同情况下都具有优势。在新的复杂产品开始时,需要花时间对系统进行彻底的分析。因此,该特性由SPL实现。此外,可以使用延迟时间来设置试验站。另一方面,SPL允许在开发时对实际可靠性和计划可靠性之间的差异做出响应。
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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