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Probabilistic Fatigue/Creep Optimization of Turbine Bladed Disk with Fuzzy Multi-Extremum Response Surface Method

机译:模糊多极值响应面法的涡轮叶片疲劳/蠕变概率优化

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摘要

To effectively perform the probabilistic fatigue/creep coupling optimization of a turbine bladed disk, this paper develops the fuzzy multi-extremum response surface method (FMERSM) for the comprehensive probabilistic optimization of multi-failure/multi-component structures, which absorbs the ideas of the extremum response surface method, hierarchical strategy, and fuzzy theory. We studied the approaches of FMERSM modeling and fatigue/creep damage evaluation of turbine bladed disks, and gave the procedure for the fuzzy probabilistic fatigue/creep optimization of a multi-component structure with FMERSM. The probabilistic fatigue/creep coupling optimization of turbine bladed disks was implemented by regarding the rotor speed, temperature, and density as optimization parameters; the creep stress, creep strain, fatigue damage, and creep damage as optimization objectives; and the reliability and GH4133B fatigue/creep damages as constraint functions. The results show that gas temperature and rotor speed are the key parameters that should be controlled in bladed disk optimization, and respectively reduce by 85 K and 113 rad/s after optimization, which is promising to extend bladed disk life and decrease failure damages. The simulation results show that this method has a higher modeling accuracy and computational efficiency than the Monte Carlo method (MCM). The efforts of this study provide a new useful method for overall probabilistic multi-failure optimization and enrich mechanical reliability theory.
机译:为了有效地执行涡轮叶片盘的概率疲劳/蠕变耦合优化,本文开发了模糊多极值响应面方法(FMERSM)来对多故障/多部件结构进行综合概率优化,从而吸收了以下思想。极值响应面法,分层策略和模糊理论。我们研究了FMERSM建模方法和涡轮叶片疲劳/蠕变损伤评估方法,并给出了基于FMERSM的多部件结构模糊概率疲劳/蠕变优化方法。通过将转子速度,温度和密度作为优化参数来实现涡轮叶片盘的概率疲劳/蠕变耦合优化。优化目标为蠕变应力,蠕变应变,疲劳损伤和蠕变损伤;可靠性和GH4133B疲劳/蠕变损伤作为约束函数。结果表明,气体温度和转子转速是叶片盘优化中应控制的关键参数,优化后分别降低85 K和113 rad / s,有望延长叶片盘寿命,减少故障损失。仿真结果表明,该方法比蒙特卡罗方法具有更高的建模精度和计算效率。这项研究的努力为整体概率多故障优化和丰富机械可靠性理论提供了一种新的有用方法。

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