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基于光纤传感的航空发动机涡轮转子温度-应变复合信号测量方法

冯迪 孙君如 魏鹏 贾真

冯迪, 孙君如, 魏鹏, 等. 基于光纤传感的航空发动机涡轮转子温度-应变复合信号测量方法[J]. 航空动力学报, 2026, 41(4):20250068 doi: 10.13224/j.cnki.jasp.20250068
引用本文: 冯迪, 孙君如, 魏鹏, 等. 基于光纤传感的航空发动机涡轮转子温度-应变复合信号测量方法[J]. 航空动力学报, 2026, 41(4):20250068 doi: 10.13224/j.cnki.jasp.20250068
FENG Di, SUN Junru, WEI Peng, et al. Measurement method of temperature-strain composite signal of turbine rotor in aero-engine based on fiber optic sensing[J]. Journal of Aerospace Power, 2026, 41(4):20250068 doi: 10.13224/j.cnki.jasp.20250068
Citation: FENG Di, SUN Junru, WEI Peng, et al. Measurement method of temperature-strain composite signal of turbine rotor in aero-engine based on fiber optic sensing[J]. Journal of Aerospace Power, 2026, 41(4):20250068 doi: 10.13224/j.cnki.jasp.20250068

基于光纤传感的航空发动机涡轮转子温度-应变复合信号测量方法

doi: 10.13224/j.cnki.jasp.20250068
基金项目: 科技部“十四五”国家重点研发计划智能传感器重点专项(2022YFB3207500); 国家重点研发计划(2024YFC3014204)
详细信息
    作者简介:

    冯迪(1972-),男,副教授,博士,主要从事光纤传感研究方向。E-mail:fengdi@buaa.edu.cn

    通讯作者:

    孙君如(2000-),女,硕士生,主要从事光纤传感研究方向。E-mail:SJR202501@buaa.edu.cn

  • 中图分类号: V231

Measurement method of temperature-strain composite signal of turbine rotor in aero-engine based on fiber optic sensing

  • 摘要:

    采用光纤光栅传感器串、高速光纤滑环、高速光栅信号解调算法相结合搭建实验系统;提出基于无偏风险估计阈值的小波域信号去噪方法,解决发动机试车数据中存在的各种噪声的干扰,提高信号处理质量;提出多级离散小波变换对光纤光栅采集到的温度-应变复合信号解耦。研究结果表明:搭建的解调系统可以实现发动机17000 r/min信号稳定采集,该转速下的应变和温度信号实现分离,温度变化从叶底到叶顶逐渐增大,叶片背风面前缘应变变化最为显著。

     

  • 图 1  光纤光栅工作原理图

    Figure 1.  Working principle of fiber Bragg grating

    图 2  实验系统示意图

    Figure 2.  Schematic diagram of the test system

    图 3  涡轮转子光纤光栅传感器串布线

    Figure 3.  Turbine rotor fiber Bragg grating sensor string wiring

    图 4  光纤光栅粘贴实物

    Figure 4.  Fiber Bragg grating paste physical objects

    图 5  转子系统动平衡实验

    Figure 5.  Dynamic balancing test of rotor system

    图 6  系统功能构架

    Figure 6.  System functional architecture

    图 7  复合信号分离软件界面

    Figure 7.  Composite signal separation software interface

    图 8  发动机转速变化

    Figure 8.  Engine speed changes

    图 9  FBG1~FBG7光纤光栅传感器变化

    Figure 9.  FBG1—FBG7 fiber Bragg grating sensor changes

    图 10  不同小波基函数和分解层次下的RMSE和SNR

    Figure 10.  RMSE and SNR under different wavelet basis functions and decomposition levels

    图 11  FBG1各级逼近信号图

    Figure 11.  FBG1 level approach signal diagram

    图 12  FBG1各级细节信号图

    Figure 12.  FBG1 level detail signal diagram

    图 13  FBG各级细节信号频谱图

    Figure 13.  FBG detail signal spectrum at all levels

    图 14  FBG1温度变化

    Figure 14.  FBG1 temperature changes

    图 15  FBG1~FBG7实验测量温度变化

    Figure 15.  Experimental measurement of temperature changes in FBG1—FBG7

    图 16  FBG1~FBG7实验测量应变变化

    Figure 16.  Experimental measurement of strain changes in FBG1—FBG7

    表  1  分解层数10下不同小波基函数RMSE和SNR

    Table  1.   Decompose different wavelet basis functions RMSE and SNR with 10 layers

    小波基 RMSE SNR/dB
    sym4 0.0129 101.4048
    sym6 0.0129 101.4329
    sym8 0.0130 101.3668
    db7 0.0133 101.1814
    db8 0.0131 101.2884
    db10 0.0135 101.0570
    下载: 导出CSV

    表  2  FBG1~FBG7温度和应变变化

    Table  2.   Temperature and strain changes of FBG1—FBG7

    编号 初始波长/nm 温度最大值/℃ 应变变化范围/10−6
    FBG1 1514.0628 347.37 −497.74~359.56
    FBG2 1524.8645 419.87 −292.13~98.03
    FBG3 1535.9614 463.31 −327.17~106.26
    FBG4 1546.7165 496.51 −457.44~273.72
    FBG5 1557.4377 497.77 −197.65~996.61
    FBG6 1570.1508 465.70 −451.93~2341.71
    FBG7 1579.7771 82.92 −28.66~5.41
    下载: 导出CSV
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  • 收稿日期:  2025-02-13
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