신뢰성 해석을 위한 바이모달 결합분포함수의 통계모델링Statistical Modelling of Bimodal Joint Distribution Function for Reliability Analysis
- Other Titles
- Statistical Modelling of Bimodal Joint Distribution Function for Reliability Analysis
- Authors
- 김새결; 김지훈; 임우철; 김태균; 이태희
- Issue Date
- Dec-2016
- Publisher
- 대한기계학회
- Keywords
- Bimodal distribution(바이모달); Copula(코플라); Joint distribution function(결합분포함수); Reliability analysis(신뢰성 해석); System reliability analysis (시스템 신뢰성 해석)
- Citation
- 대한기계학회 2016년도 학술대회, pp.2052 - 2053
- Indexed
- OTHER
- Journal Title
- 대한기계학회 2016년도 학술대회
- Start Page
- 2052
- End Page
- 2053
- URI
- https://scholarworks.bwise.kr/hanyang/handle/2021.sw.hanyang/5454
- Abstract
- For reliability analysis or system reliability analysis, statistical model such as joint cumulative distribution function is required. Statistical models for bimodal data or correlated data in engineering application have been considered. However, statistical modelling for correlated data that have bimodal marginal distributions has been rarely studied for reliability analysis of mechanical system. Gaussian mixture model is a widely used multivariate distribution that consists of a mixture of one or more multivariate normal distribution components to describe multimodal correlated data. However, in Gaussian mixture model, only combination of normal distributions can be used. In this paper, copula is employed to model joint distribution function. By increasing the number of parameters in copula and using finite mixture models to deal with bimodal marginal distributions, statistical modelling procedure of bimodal joint distribution functions for reliability analysis is developed and some mathematical examples are performed.
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