基于克里金代用模型和改进的非支配排序遗传算法与精英策略算法的静电传感器阵列优化方法

Zhirong Zhong, Heng Jiang, Hongfu Zuo
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引用次数: 0

摘要

阵列式静电监测逐渐成为航空发动机故障诊断的有效工具。本文针对提高静电传感器阵列(ESA)粒子信息识别能力的需要,创新性地将代理优化方法应用于传感器阵列结构的优化。本文提出了一种基于 Kriging 代理模型和改进的 NSGA-II 算法的静电传感器阵列结构优化方法。本文建立了静电传感器阵列的有限元仿真模型,并将阵列优化问题抽象为混合整数优化问题的求解。本文借助 Kriging 代理模型,减少了全变量空间的大规模数值模拟。此外,还提出了一种用于混合整数优化的改进型 NSGA-II 算法。仿真实验证明,优化前后传感器对粒子位置和电荷量识别的平均绝对误差分别降低了 69.88% 和 49.68%。本文提出的阵列结构优化方法有助于加速静电传感器的设计过程,并为其在机载应用中的具体设计提供了科学的设计方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An optimization method of electrostatic sensor array based on Kriging surrogate model and improved non-dominated sorting genetic algorithm with elite strategy algorithm
Array-type electrostatic monitoring is gradually becoming an effective tool for aero-engine fault diagnosis. In this paper, we innovatively apply the surrogate optimization method to the optimization of the sensor array structure in order to meet the need of improving the particle information recognition capability of the electrostatic sensor array (ESA). A structure optimization method of ESA based on the Kriging surrogate model and improved NSGA-II algorithm is proposed. In this paper, a finite element simulation model of ESA is established, and the array optimization problem is abstracted as the solution of a mixed-integer optimization problem. This paper reduces the large-scale numerical simulations in the full-variable space with the help of the Kriging surrogate model. In addition, an improved NSGA-II algorithm for mixed-integer optimization is proposed. The simulation experiment verified that the average absolute error of the sensor before and after optimization for the identification of particle position and charge quantity was reduced by 69.88% and 49.68%, respectively. The array structure optimization method proposed in this paper facilitates the acceleration of the design process of electrostatic sensors and provides a scientific design method for their specific design for airborne application.
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