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三参数Weibull分布竞争失效场合变应力加速寿命试验统计分析 被引量:12
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作者 张详坡 尚建忠 +1 位作者 陈循 张春华 《机械工程学报》 EI CAS CSCD 北大核心 2014年第14期42-49,共8页
三参数Weibull分布(Three-parameter Weibull distribution,TPWD)作为一种应用广泛的分布形式,具有很强的数据拟合能力且对于描述具有渐变性失效特征的失效模式如磨损、疲劳、腐蚀、老化等的的寿命分布具有更加明确的物理意义。针对产... 三参数Weibull分布(Three-parameter Weibull distribution,TPWD)作为一种应用广泛的分布形式,具有很强的数据拟合能力且对于描述具有渐变性失效特征的失效模式如磨损、疲劳、腐蚀、老化等的的寿命分布具有更加明确的物理意义。针对产品失效模式为TPWD的竞争失效场合加速寿命试验统计分析的需求,根据TPWD的特点,在竞争失效加速寿命试验统计分析基本模型的基础上系统研究TPWD竞争失效变应力加速寿命试验统计分析方法,建立参数估计的极大似然模型并进行实例验证。实例结果表明,建立的TPWD竞争失效变应力加速寿命试验统计分析方法和模型是正确可行的,具有很好的估计效果。 展开更多
关键词 加速寿命试验 变应力 竞争失效 三参数weibull分布 极大似然估计 可靠性
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Characterizing the Relationship between Weibull Location Parameter and the Minimal Observation in a Small Size of Sample Based on Stochastic Simulation
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作者 Bo Qin Ningxiang Wu Liyang Xie 《Journal of Applied Mathematics and Physics》 2021年第9期2345-2354,共10页
Three-parameter Weibull distribution is one of the preferable distribution models to describe product life. However, it is difficult to estimate its location parameter in the situation of a small size of sample. This ... Three-parameter Weibull distribution is one of the preferable distribution models to describe product life. However, it is difficult to estimate its location parameter in the situation of a small size of sample. This paper presents a stochastic simulation method to estimate the Weibull location parameters according to a small size of sample of product life observations and a large amount of statistically simulated life date. Big data technique is applied to find the relationship between the minimal observation in a product life sample of size <em>n</em> (<em>n</em> ≥ 3) and the Weibull location parameter. An example is presented to demonstrate the applicability and the value of the big data based stochastic simulation method. Comparing with other methods, the stochastic simulation method can be applied to very small size of sample such as the sample size of three, and it is easy to apply. 展开更多
关键词 three-parameter weibull distribution Location Parameter Monte Carlo Sampling Big Data
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Lithium-ion cell inconsistency analysis based on three-parameter Weibull probability model 被引量:1
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作者 Lin-Shu Wang Yan-Yan Fang +4 位作者 Ting Zhao Jian-Tao Wang Hang Zhang Lin Wang Shi-Gang Lu 《Rare Metals》 SCIE EI CAS CSCD 2020年第4期392-401,共10页
The inconsistency of lithium-ion cells degrades battery performance,lifetime and even safety.The complexity of the cell reaction mechanism causes an irregular asymmetrical distribution of various cell parameters,such ... The inconsistency of lithium-ion cells degrades battery performance,lifetime and even safety.The complexity of the cell reaction mechanism causes an irregular asymmetrical distribution of various cell parameters,such as capacity and internal resistance,among others.In this study,the Newman electrochemical model was used to simulate the 1 C discharge curves of 100 LiMn2 O4 pouch cells with parameter variations typically produced in manufacturing processes,and the three-parameter Weibull probability model was used to analyze the dispersion and symmetry of the resulting discharge voltage distributions.The results showed that the dispersion of the voltage distribution was related to the rate of decrease in the discharge voltage,and the symmetry was related to the change in the rate of voltage decrease.The effect of the cells’capacity dominated the voltage distribution thermodynamically during discharge,and the phase transformation process significantly skewed the voltage distribution.The effects of the ohmic drop and polarization voltage on the voltage distribution were primarily kinetic.The presence of current returned the right-skewed voltage distribution caused by phase transformation to a more symmetrical distribution.Thus,the Weibull parameters elucidated the electrochemical behavior during the discharge process,and this method can guide the prediction and control of cell inconsistency,as well as detection and control strategies for cell management systems. 展开更多
关键词 Lithium-ion cell Voltage inconsistency evolution three-parameter weibull probability model Dispersion and symmetry of voltage distribution Thermodynamic inconsistency Kinetic inconsistency
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