期刊名称：Dokuz Eylül Üniversitesi Sosyal Bilimler Enstitüsü Dergisi
印刷版ISSN：1302-3284
电子版ISSN：1308-0911
出版年度：2013
卷号：15
期号：4
页码：693-703
语种：Turkish
出版社：Dokuz Eylul Univeristy
摘要：Abstract All products or systems that we use in daily life, degrade in time so, they ultimately fail. It is very crucial for manufacturers to forecast the reasons of the failures before. With that perspective reliability analysis is carried out to determine the potential lifetime of products. Failure time’s distribution is the basis of the reliability analysis. While determining the proper distribution, some statistical methods can be used. Cumulative distribution, reliability function, hazard function, mean residual life, variance residual life are most common tools to determine proper distribution in reliability analysis. At the same time failure distributions can be characterized by using relations between these functions. Pearson Differantial Equation System includes many distributions which are also used in reliability analysis commonly. Because of this it plays a very important role in reliability analysis. In this study, Pearson Differantial Equation System's cubic denominator structure which derives asymmetric distribution will be handled. Then conditional moments and asymmetry measures will be analysed for that structure. Keywords: Reliability Analysis, Pearson Differantial Equation System, Conditional Moments.
