喷气发动机部件寿命预测的先进随机技术

D. Ghiocel
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引用次数: 0

摘要

本文讨论了喷气发动机部件寿命预测随机建模的几个重要方面。燃气涡轮发动机部件的概率寿命预测是一个非常困难的工程问题,涉及多个复杂随机现象的随机建模。开发概率寿命预测工具的一个关键方面是纳入并开放与动态复杂随机现象相关的建模进展,包括任务环境和材料参数的时空随机变异性、气动弹性相互作用、接触界面摩擦、多点疲劳、包括载荷相互作用在内的渐进损伤机制等。本文讨论了喷气发动机旋转部件(特别是风扇叶片)疲劳寿命预测随机建模的主要方面。本文强调了使用随机过程和场模型来包含时空变化的随机方面的必要性。由飞行员随机机动产生的任务速度曲线采用脉冲非高斯随机过程建模。当集群效应不显著时,使用线性递归模型近似这些脉冲过程。一种基于两个脉冲过程的组合的更通用的方法在集群效应显著时很有用。采用可因子随机场模型理想化了叶片上的气动压力分布以及由于制造引起的叶片表面几何偏差。此外,随机场模型用于模拟应变-寿命和损伤累积曲线。随机损伤累积模型是基于随机应力依赖模型(非线性损伤规则模型)。本文还讨论了多维参数空间中随机非线性响应的数学建模。提出了基于可因子随机场或最优随机模型的随机响应面技术。本文以喷气发动机叶片为例进行了讨论,并说明了不同建模假设的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Advanced Stochastic Techniques for Jet Engine Component Life Prediction
The paper addresses significant aspects of stochastic modeling for jet engine component life prediction. Probabilistic life prediction for gas turbine engine components represents a very difficult engineering problem involving stochastic modeling of multiple, complex random phenomena. A key aspect for developing a probabilistic life prediction tool is to incorporate, and to be open to modeling advances related to dynamic complex random phenomena, including space-time random variabilities of mission environment and material parameters, aero-elastic interactions, friction at contact interfaces, multi-site fatigue, progressive damage mechanism, including loading interactions, etc.. The paper addresses the main aspects involved in stochastic modeling of component fatigue life prediction for jet engine rotating components, specifically fan blades. The paper highlights the need of the use of stochastic process and field models for including space-time varying random aspects. Mission speed profiles produced by pilot’s random maneuvers are modeled by pulse non-Gaussian stochastic processes. These pulse processes are approximated using linear recursive models when the cluster effects are not significant. A more general approach, useful when cluster effects are significant, based on a combination of two pulse processes is used. Aero-pressure distribution on blade as well as blade surface geometry deviations due to manufacturing are idealized by using factorable stochastic field models. Also, stochastic field models are used for modeling strain-life and damage accumulation curves. Stochastic damage accumulation models are based on randomized stress-dependent models (nonlinear damage rule models). The paper also addresses mathematical modeling of stochastic nonlinear responses in multidimensional parameter spaces. Stochastic response surface techniques based on factorable stochastic fields or optimum stochastic models are suggested. An illustrative example of a jet engine blade is used for discussion and to show the consequences of different modeling assumptions.
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