Page 11 - 《振动工程学报》2026年第5期
P. 11
第 5 期 朱 锐,等:时变特性驱动的模态参数跟踪方法 1215
identification method of time-varying structural systems[J]. 瞬时模态参数识别 [J]. 航空动力学报,2024,39(4):
Journal of Sound and Vibration,2024,570:118092. 20220301.
[9] 刘景良,戴逸宸,郑文婷,等. 基于 LOMS-STFRFT 高精 CHEN Xiangxiang,SHI Zhiyu,ZHAO Zongshuang. Instan-
度识别时变结构非平稳响应信号的瞬时频率 [J]. 振动工程 taneous modal parameter identification based on parameter
学报,2025,38(4):750-760. optimized variational mode decomposition[J]. Journal of
LIU Jingliang,DAI Yichen,ZHENG Wenting,et al. High- Aerospace Power,2024,39(4):20220301.
accuracy identification for instantaneous frequency of non- [15] 马志赛,丁千,刘百奇,等. 谷神星一号运载火箭的时变
stationary response signals from time-varying structures based 模态参数辨识 [J]. 振动工程学报,2024,37(5):729-736.
on LOMS-STFRFT[J]. Journal of Vibration Engineering, MA Zhisai, DING Qian, LIU Baiqi, et al. Time-varying
2025,38(4):750-760. modal parameter estimation of the CERES-1 launch vehicle[J].
[10] 范霆威,马志赛,丁千,等. 面向时变模态仅输出辨识的 Journal of Vibration Engineering,2024,37(5):729-736.
递推动态模式分解方法研究 [J]. 振动工程学报,2025, [16] 韩润奇,刘伟松,林伯韬,等. 航天器结构健康监测技术
38(4):677-686. 研究进展 [J]. 遥测遥控,2025,46(3):1-24.
FAN Tingwei, MA Zhisai, DING Qian, et al. Recursive HAN Runqi, LIU Weisong, LIN Botao, et al. Research
dynamic mode decomposition method for output-only identifi- progress on spacecraft structural health monitoring
cation of time-varying modal parameters[J]. Journal of Vibra- technology[J]. Journal of Telemetry, Tracking and
tion Engineering,2025,38(4):677-686. Command,2025,46(3):1-24.
[11] GUAN W, DONG L L, ZHANG A, et al. Output-only [17] ZHU R,FEI Q G,JIANG D,et al. Using Sherman-Morri-
modal identification with recursive dynamic mode decomposi- son theory to remove the coupled effects of multi-transducers
tion for time-varying systems[J]. Measurement,2024,224: in vibration test[J]. Proceedings of the Institution of Mechani-
113852. cal Engineers, Part G: Journal of Aerospace Engineering,
[12] QUQA S, LANDI L, PAOLO DIOTALLEVI P. Modal 2019,233(4):1364-1376.
assurance distribution of multivariate signals for modal identi- [18] ZHU R,FEI Q G,JIANG D,et al. Identification of nonlin-
fication of time-varying dynamic systems[J]. Mechanical ear stiffness and damping parameters using a hybrid approach
Systems and Signal Processing,2021,148:107136. [J]. AIAA Journal,2021,59(11):4686-4695.
[13] LIU S S,ZHAO R,YU K P,et al. A novel real-time modal
analysis method for operational time-varying structural 第一作者:朱 锐(1993—),男,博士,副研究员。
systems based on short-time extension of multivariate E-mail:ruizhu@seu.edu.cn
VMD[J]. Structures,2022,37:389-402. 通信作者:费庆国(1977—),男,博士,教授。
[14] 陈祥祥,史治宇,赵宗爽. 基于参数优化变分模态分解的 E-mail:qgfei@seu.edu.cn

