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CLC number: TP271

On-line Access: 2024-03-25

Received: 2023-01-15

Revision Accepted: 2024-03-25

Crosschecked: 2023-09-06

Cited: 0

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Citations:  Bibtex RefMan EndNote GB/T7714


Wei LI


Junning CUI


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Frontiers of Information Technology & Electronic Engineering  2024 Vol.25 No.3 P.472-483


Vibration harmonic suppression technology for electromagnetic vibrators based on an improved sensorless feedback control method

Author(s):  Wei LI, Junning CUI, Xingyuan BIAN, Limin ZOU

Affiliation(s):  Center of Ultra-precision Optoelectronic Instrument Engineering, Harbin Institute of Technology, Harbin 150080, China; more

Corresponding email(s):   cuijunning@hit.edu.cn

Key Words:  Vibration calibration, Electromagnetic vibrators, Harmonic suppression, Sensorless control method, Velocity feedback control

Wei LI, Junning CUI, Xingyuan BIAN, Limin ZOU. Vibration harmonic suppression technology for electromagnetic vibrators based on an improved sensorless feedback control method[J]. Frontiers of Information Technology & Electronic Engineering, 2024, 25(3): 472-483.

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author="Wei LI, Junning CUI, Xingyuan BIAN, Limin ZOU",
journal="Frontiers of Information Technology & Electronic Engineering",
publisher="Zhejiang University Press & Springer",

%0 Journal Article
%T Vibration harmonic suppression technology for electromagnetic vibrators based on an improved sensorless feedback control method
%A Wei LI
%A Junning CUI
%A Xingyuan BIAN
%A Limin ZOU
%J Frontiers of Information Technology & Electronic Engineering
%V 25
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%P 472-483
%@ 2095-9184
%D 2024
%I Zhejiang University Press & Springer
%DOI 10.1631/FITEE.2300031

T1 - Vibration harmonic suppression technology for electromagnetic vibrators based on an improved sensorless feedback control method
A1 - Wei LI
A1 - Junning CUI
A1 - Xingyuan BIAN
A1 - Limin ZOU
J0 - Frontiers of Information Technology & Electronic Engineering
VL - 25
IS - 3
SP - 472
EP - 483
%@ 2095-9184
Y1 - 2024
PB - Zhejiang University Press & Springer
ER -
DOI - 10.1631/FITEE.2300031

To realize low harmonic distortion of the vibration waveform output from electromagnetic vibrators, we propose a vibration harmonic suppression technology based on an improved sensorless feedback control method. Without changing the original driving circuit, the alternating current (AC) equivalent resistance of the driving coil is used to obtain high-precision vibration velocity information, and then a simple and reliable velocity feedback control system is established. Through the study of the effect of different values of key parameters on the system, we have achieved an effective expansion of the velocity characteristic frequency band of low-frequency vibration, resulting in an enhanced harmonic suppression capability of velocity feedback control. We present extensive experiments to prove the effectiveness of the proposed method and make comparisons with conventional control methods. In the frequency range of 0.01‍–1.00 Hz, without using any sensors, the method proposed in this study can reduce the harmonic distortion of the vibration waveform by about 40% compared to open-loop control and by about 20% compared to a conventional sensorless feedback control method.


摘要:为实现电磁振动器低谐波失真振动波形输出,提出一种基于改进无传感器反馈控制方法的电磁振动器振动谐波抑制技术。在不改变原驱动电路的情况下,利用驱动线圈的交流等效电阻获得高精度的振动速度信息,建立简单可靠的无传感器速度反馈控制系统。通过研究不同关键参数值对系统的影响,有效扩展了低频振动速度特性频带,增强了速度反馈控制的谐波抑制能力。进行了大量实验来证明所提出的方法的有效性,并与传统的控制方法进行比较。在0.01 Hz至1.00 Hz的频率范围内开展对比实验,实验结果表明,所提出的方法与开环控制相比可以将振动波形的谐波失真降低约40%,与传统的无传感器反馈控制方法相比可以将谐波失真降低20%。


Darkslateblue:Affiliate; Royal Blue:Author; Turquoise:Article


[1]Addari D, Aglietti GS, Remedia M, 2017. Experimental and numerical investigation of coupled microvibration dynamics for satellite reaction wheels. J Sound Vib, 386:225-241.

[2]Chen TH, Liaw CM, 1999. Vibration acceleration control of an inverter-fed electrodynamic shaker. IEEE/ASME Trans Mech, 4(1):60-70.

[3]Chi QL, Shang SK, 2018. On the extraction technique of the single-coil self-feedback signal on a standard vibration table. J Vib Contr, 24(18):4316-4324.

[4]Crawford WC, Webb SC, 2000. Identifying and removing tilt noise from low-frequency (<0.1 Hz) seafloor vertical seismic data. Bull Seismol Soc Am, 90(4):952-963.

[5]Cui JN, He ZQ, Tan JB, 2017. Proposal and analysis of three closed double magnetic circuits to obtain a very long stroke for electrodynamic force generators. Sens Actuat A Phys, 263:122-130.

[6]Cui JN, Li W, Bian XY, et al., 2020. Rectangular closed double magnetic circuit offering ultra-long stroke for ultra-low-frequency vibration exciter. Appl Sci, 10(17):6118.

[7]Della Flora L, Gründling HA, 2008. Time domain sinusoidal acceleration controller for an electrodynamic shaker. IET Contr Theory Appl, 2(12):1044-1053.

[8]Garg N, Schiefer MI, 2017. Low frequency accelerometer calibration using an optical encoder sensor. Measurement, 111:226-233.

[9]Garrido R, Luna L, 2021. Robust ultra-precision motion control of linear ultrasonic motors: a combined ADRC-Luenberger observer approach. Contr Eng Pract, 111:104812.

[10]He W, Zhang XF, Wang CY, et al., 2014. A long-stroke horizontal electromagnetic vibrator for ultralow-frequency vibration calibration. Meas Sci Technol, 25(8):085901.

[11]ISO, 1999. Methods for the Calibration of Vibration and Shock Transducers—Part 11: Primary Vibration Calibration by Laser Interferometry. ISO 16063-11:1999. International Organization for Standardization, Geneva, Switzerland.

[12]Lang GF, 1997. Electrodynamic shaker fundamentals. SV Sound Vib, 31(4):14-23.

[13]Lang GF, Snyder D, 2001. Understanding the physics of electrodynamic shaker performance. SV Sound Vib, 35(10):24-33.

[14]Li C, Chen ZW, 2020. A fast vibration-level adjustment method for low-frequency vibration calibration based on modified filtered-x least mean square algorithm. Meas Contr, 53(3-4):328-338.

[15]Li C, Mao CT, Chen ZW, 2022. A novel adaptive control algorithm for the rejection of harmonics in a standard vibrator. J Vib Contr, 28(3-4):439-451.

[16]Li L, Xu WX, Tan YF, et al., 2023a. Fluid-induced vibration evolution mechanism of multiphase free sink vortex and the multi-source vibration sensing method. Mech Syst Signal Process, 189:110058.

[17]Li L, Tan YF, Xu WX, et al., 2023b. Fluid-induced transport dynamics and vibration patterns of multiphase vortex in the critical transition states. Int J Mech Sci, 252:108376.

[18]Li W, Cui JN, Bian XY, et al., 2023. Velocity feedback control method of low-frequency electromagnetic vibration exciter based on Kalman filter estimation. Rev Sci Instrum, 94(3):035006.

[19]Liu ZH, Cai CG, Lv Q, et al., 2021. Improved control of linear motors for broadband transducer calibration. IEEE Trans Instrum Meas, 70:1004910.

[20]Ohno K, Ito K, Yamada T, et al., 2021. Disturbance suppression considering thrust constant fluctuation and restoring force of flat cable for precise force control. IEEE Trans Ind Electron, 68(1):882-891.

[21]Okwudire CE, Lee J, 2013. Minimization of the residual vibrations of ultra-precision manufacturing machines via optimal placement of vibration isolators. Prec Eng, 37(2):425-432.

[22]Okyay A, Khamesee MB, Erkorkmaz K, 2015. Design and optimization of a voice coil actuator for precision motion applications. IEEE Trans Magn, 51(6):8202811.

[23]Rana KPS, 2011. Fuzzy control of an electrodynamic shaker for automotive and aerospace vibration testing. Expert Syst Appl, 38(9):11335-11346.

[24]Repecho V, Waqar JB, Biel D, et al., 2022. Zero speed sensorless scheme for permanent magnet synchronous machine under decoupled sliding-mode control. IEEE Trans Ind Electron, 69(2):1288-1297.

[25]Ripper GP, Dias RS, Garcia GA, 2009. Primary accelerometer calibration problems due to vibration exciters. Measurement, 42(9):1363-1369.

[26]Scott DA, Dickinson LP, 2014. Distortion effects in primary calibration of low-frequency accelerometers. Metrologia, 51(3):212-224.

[27]Shimoda T, Kokuyama W, Nozato H, 2021. Primary calibration system for digital accelerometers. Metrologia, 58(4):045002.

[28]Shuang B, Zhu ZQ, Wu XM, 2022. Improved cross-coupling effect compensation method for sensorless control of IPMSM with high frequency voltage injection. IEEE Trans Energy Conv, 37(1):347-358.

[29]Uchiyama Y, Mukai M, Fujita M, 2009. Robust control of electrodynamic shaker with 2DoF control using H filter. J Sound Vib, 326(1-2):75-87.

[30]Wang GL, Valla M, Solsona J, 2020. Position sensorless permanent magnet synchronous machine drives—a review. IEEE Trans Ind Electron, 67(7):5830-5842.

[31]Xiao DX, Ye J, Fang GL, et al., 2022. A regional phase-locked loop-based low-speed position-sensorless control scheme for general-purpose switched reluctance motor drives. IEEE Trans Power Electron, 37(5):5859-5873.

[32]Xiao LF, Ma LM, Huang XH, 2022. Intelligent fractional-order integral sliding mode control for PMSM based on an improved cascade observer. Front Inform Technol Electron Eng, 23(2):328-338.

[33]Yildiz R, Barut M, Zerdali E, 2020. A comprehensive comparison of extended and unscented Kalman filters for speed-sensorless control applications of induction motors. IEEE Trans Ind Inform, 16(10):6423-6432.

[34]Zhang XF, He W, Wang CY, 2017. Self-sensing waveform control for a low-frequency electromagnetic vibrator. IEEE/ASME Trans Mech, 22(2):785-793.

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