广义更新过程作为自适应概率模型

P. Jiménez, R. Villalón
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引用次数: 8

摘要

广义更新过程(GRP)模型是美国马里兰大学的专利。它基于一个概率函数,该函数取决于上次操作时间,以前的操作时间(历史数据)和三个参数:形状,规模和有效性。该模型对数据进行了考虑震级和发生顺序的调整,这是传统模型无法做到的;这种特性被称为适应性。虽然该模型最初是为了估计可修复系统的可靠性而创建的(它使用连续的纠正性维护进行调整,并测量其有效性),但它可以应用于任何概率过程,如:风灾和闪电。为此,设计了一个MAPLE语言编码算法。本文建议将PGR模型简化为三参数威布尔分布,采用最小二乘估计。验证了模型的功能,并将其应用于电气和电气系统
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Generalized Renewal Process as an Adaptive Probabilistic Model
The model denominated generalized renewal process (GRP) is patented of the Maryland University. It is based on a probabilistic function that depends on the operation time from the last time, the previous times (historical data) and three parameters: shape, scale and effectiveness. This model is adjusted to the data considering the magnitude and the occurrence order, which is not possible using the traditional models; this property is denominated adaptability. Although the model was created originally to estimate the repairable systems reliability (it is adjusted using the successive corrective maintenances, and it measures its effectiveness), it is possible to apply it to any probabilistic process as: eolic and lightning. For performing this, a MAPLE language coded algorithm was designed. This paper suggests to simplify the PGR model to the three parameters Weibull distribution, applying the least square estimation. The model functionality is verified, applying it to an electrical and eolic system
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