Testability modeling of aeroengine and analysis optimization method based on improved correlation matrix

IF 1 4区 工程技术 Q3 ENGINEERING, AEROSPACE
Shijie Huang, Jing Cai, Dingqiang Dai
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引用次数: 0

Abstract

This paper aims to optimize the testability analysis method of aero-engines by presenting a testability modeling and an improved correlation matrix method. Because of strong coupling in aero-engines, the traditional testabilitsy modeling method based on graph theory is difficult to accurately express the relationship between faults and test points. Simulation technology can simulate actual work process of system. So this paper launches the research based on simulation model. Firstly, the gas path model is established according to the thermodynamic principle of aero-engines and accuracy of the model is verified. Secondly, common faults of gas path are selected. Affected parameters are obtained after injecting faults into the model, so as to obtain the relationship between faults and test points, that is, the correlation matrix. Then, after going through masses of simulations, it is found that the relationship between faults and test points can be divided into three categories: positive correlation, negative correlation and no correlation. The correlation matrix can be improved by diversifying its elements. During simulation, accuracy of the sensors are not considered. The correlation matrix is optimized with the accuracy of sensors in the gas path as a constraint, so that it is more in line with engineering practice. Finally, four testability characteristics and two testability metrics are defined, and the correlation matrix before and after improvement are analyzed and compared. It is found that the improved correlation matrix can isolate more faults on the premise of reducing test points, which proves the effectiveness of the proposed method.
航空发动机可测试性建模及基于改进相关矩阵的分析优化方法
本文旨在通过提出可测试性建模和改进的相关矩阵方法,优化航空发动机的可测试性分析方法。由于航空发动机具有很强的耦合性,传统的基于图论的可测试性建模方法难以准确表达故障与测试点之间的关系。仿真技术可以模拟系统的实际工作过程。因此,本文基于仿真模型展开研究。首先,根据航空发动机的热力学原理建立气路模型,并验证模型的准确性。其次,选择气路的常见故障。将故障注入模型后得到受影响的参数,从而得到故障与测试点之间的关系,即相关矩阵。然后,经过大量模拟,发现故障与测试点之间的关系可分为三类:正相关、负相关和无相关。相关性矩阵可以通过元素的多样化来改进。在模拟过程中,不考虑传感器的精度。在优化相关性矩阵时,将气路中传感器的精度作为约束条件,使其更符合工程实际。最后,定义了四个可测试性特征和两个可测试性度量,并对改进前后的相关矩阵进行了分析和比较。结果发现,改进后的相关矩阵能在减少测试点的前提下隔离出更多的故障,证明了所提方法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
2.40
自引率
18.20%
发文量
212
审稿时长
5.7 months
期刊介绍: The Journal of Aerospace Engineering is dedicated to the publication of high quality research in all branches of applied sciences and technology dealing with aircraft and spacecraft, and their support systems. "Our authorship is truly international and all efforts are made to ensure that each paper is presented in the best possible way and reaches a wide audience. "The Editorial Board is composed of recognized experts representing the technical communities of fifteen countries. The Board Members work in close cooperation with the editors, reviewers, and authors to achieve a consistent standard of well written and presented papers."Professor Rodrigo Martinez-Val, Universidad Politécnica de Madrid, Spain This journal is a member of the Committee on Publication Ethics (COPE).
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