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首页> 外文期刊>Journal of Computing and Information Science in Engineering >Multiscale Modeling of Turbine Engine Component Under Manufacturing Uncertainty
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Multiscale Modeling of Turbine Engine Component Under Manufacturing Uncertainty

机译:制造不确定性下的涡轮发动机零件多尺度建模

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Efficient modeling of uncertainty introduced by the manufacturing process is critical in the design of turbine engine components. In this study, a stochastic multiscale modeling framework is developed to efficiently account for the geometric uncertainty associated with the manufacturing process to accurately predict the performance of engine components. Multiple efficient statistic tools are integrated into the proposed framework. Specifically, a semivariogram analysis procedure is proposed to quantify spatial variability of the uncertain geometric parameters based on a set of manufactured specimens. Karhunen-Loeve expansion is utilized to create a set of correlated random variables from the uncertainty data obtained by variogram analysis. A detailed finite element model of the component is created that accounts for the uncertainties quantified by these correlated random variables. A stochastic upscaling method is then developed to form a simplified model that can represent this detailed model with high accuracy under uncertainties. Specifically, a parametric model generation process is developed to represent the detailed model using Bezier curves and the uncertainties are upscaled to the parameters of this parametric representation. The results of the simulations are then validated with real experimental results. The application results show that the proposed framework effectively captures the geometric uncertainties introduced by manufacturing while providing accurate predictions under uncertainties.
机译:由制造过程引入的不确定性的有效建模对于涡轮发动机组件的设计至关重要。在这项研究中,建立了一个随机的多尺度建模框架,以有效地解决与制造过程相关的几何不确定性,从而准确地预测发动机部件的性能。多种有效的统计工具已集成到建议的框架中。具体而言,提出了半变异函数分析程序,以基于一组制造的样本来量化不确定几何参数的空间变异性。 Karhunen-Loeve展开用于从通过变异函数分析获得的不确定性数据中创建一组相关的随机变量。创建组件的详细有限元模型,该模型考虑了这些相关随机变量所量化的不确定性。然后,开发了一种随机放大方法,以形成简化模型,该模型可以在不确定性下高精度地表示此详细模型。具体而言,开发了参数模型生成过程以使用Bezier曲线表示详细模型,并将不确定性放大至该参数表示的参数。然后用真实的实验结果验证仿真结果。应用结果表明,提出的框架有效地捕获了制造过程中引入的几何不确定性,同时在不确定性下提供了准确的预测。

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