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Probabilistic fatigue life prediction of turbine disc considering model parameters uncertainty

机译:考虑模型参数不确定性的涡轮盘概率疲劳寿命预测

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Aiming to improve the predictive ability of Walker model for the life of turbine disc and taking an aircraft engine turbine disc made of GH4133 as the application example, this paper investigates the approach on probabilistic fatigue life prediction when considering parameters uncertainty inherent in the life prediction model, i.e. Walker model. Firstly, experimental data are used to update the model parameters with Bayes' theorem, so as to obtain the posterior probability distribution functions of two model parameters, as well to achieve the probabilistic model for life prediction of turbine disc. During the process of obtaining the posterior distribution, the Markov Chain Monte Carlo(MCMC) technique is employed for generating the samples of the given distribution and estimating the parameters distinctly; Secondly, the turbine disc life is predicted with the Walker probabilistic model by using MC (Monte Carlo) technique. The results show that: (1) under the condition of small scale data for turbine disc, parameters uncertainty of Walker model can be quantified and the corresponding probabilistic model for fatigue life prediction can be established by using Bayes' theorem; (2) There exists obvious dispersion of life data for turbine disc when predicting fatigue life in practical engineering application, which can be handled and calculated by the different survival rate of prediction life to meet the actual requirements.
机译:为了提高沃克模型对涡轮盘寿命的预测能力,并以GH4133制成的飞机发动机涡轮盘为应用实例,研究了寿命预测模型固有的参数不确定性时的概率疲劳寿命预测方法。 ,即沃克模型。首先,利用实验数据利用贝叶斯定理更新模型参数,从而获得两个模型参数的后验概率分布函数,并建立了涡​​轮盘寿命预测的概率模型。在获得后验分布的过程中,采用马尔可夫链蒙特卡洛(MCMC)技术生成给定分布的样本并清楚地估计参数。其次,采用MC(Monte Carlo)技术,通过Walker概率模型预测涡轮盘寿命。结果表明:(1)在涡轮盘数据量较小的情况下,可以对沃克模型的参数不确定性进行量化,并利用贝叶斯定理建立相应的疲劳寿命预测概率模型; (2)在实际工程应用中预测疲劳寿命时,涡轮盘的寿命数据存在明显的分散性,可以通过不同的预测寿命生存率来处理和计算,以满足实际需要。

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