研发预算概况和指标

E. Burgess
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引用次数: 6

摘要

先前发表的关于研发时相方法的工作主要解决了各种功能形式(如瑞利曲线和威布尔曲线)的适用性,以适应单个历史项目概况。对于如何为项目成本估算选择瑞利或威布尔参数的值,或者如何测量结果剖面的准确性,几乎没有指导。在这项研究中,我们提出了模型开发人员可以用来评估预算分阶段方法的四个质量度量。有了度量,我们将演示两种提高模型准确性的方法。首先,独立变量,如非经常性的百分比和开发单元的数量,会导致分阶段概要或多或少是预先加载的,在制定研发预算时应该考虑到这一点。其次,为了进一步提高预测精度,我们展示了用基于单阶段多元回归的方法取代以前发表的大量单个程序概况的曲线拟合方法的一些优点。最后,以军事和情报卫星采办项目为例,建立了新的参数进度估计和时相模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
R&D Budget Profiles and Metrics
Abstract Previously published work on R&D time-phasing methods primarily addresses the suitability of various functional forms, such as Rayleigh and Weibull curves, to fit individual historical program profiles. Little guidance exists on how to select values of the Rayleigh or Weibull parameters for a program cost estimate or on how to measure accuracy of the resulting profile. In this study we present four quality metrics that model developers can use to evaluate budget-phasing methods. With metrics in hand, we demonstrate two ways to improve model accuracy. First, independent variables such as percent nonrecurring and number of development units cause a phasing profile to be more or less front-loaded and should be taken into account when developing an R&D budget. Second, to further improve predictive accuracy, we demonstrate some advantages of replacing a previously published approach of curve fitting large numbers of individual program profiles by an approach based on single-stage multivariate regression. Finally, a case study on military and intelligence satellite acquisition programs leads to new parametric schedule-estimating and time-phasing models.
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