厚度振动换能器降耦合结构优化与工程应用

赵慧,李海森,王艳,卞加聪,李科

振动与冲击 ›› 2021, Vol. 40 ›› Issue (17) : 124-130.

PDF(2442 KB)
PDF(2442 KB)
振动与冲击 ›› 2021, Vol. 40 ›› Issue (17) : 124-130.
论文

厚度振动换能器降耦合结构优化与工程应用

  • 赵慧1,2,李海森1,王艳2,卞加聪2,李科2
作者信息 +

Optimization and engineering application of coupling weakening structure in thickness vibration transducer

  • ZHAO Hui1,2, LI Haisen1, WANG Yan2, BIAN Jiacong2, LI Ke2
Author information +
文章历史 +

摘要

厚度振动是高频换能器的常用振动模态。对压电圆片而言,横向方向的耦合总是存在的,不存在理想的厚度振动模态。若压电圆片的尺寸比例合适,横向耦合较弱,若尺寸比例不合适,横向耦合会很强。耦合会使振子表面振动位移反相,频响曲线出现多个难以区分的谐振峰,对换能器的发送电压响应、指向性等产生负面影响,对某军用型号工程中利用该振动模态工作的换能器的生产质量有较大影响。通过对压电振子的振动模态、耦合振动频率等理论和仿真计算,开展频率优化研究,降耦合对换能器的影响分析以及试验验证,仿真分析和试验结果表明:中心孔对圆片高频换能器模态振动具有明显的降耦合作用,可提高圆片换能器的发射能力,改善指向性特性,解决了该类换能器生产质量不高、成品率低等问题。

Abstract

Thickness vibration is a commonly used vibration mode of high frequency transducers.For a piezoelectric disc, coupling in lateral direction always exists, and there is no ideal thickness vibration mode; if its size scale is appropriate, lateral coupling is weak; if its size scale is not appropriate, lateral coupling is strong.Coupling can make a vibrator’s surface vibration displacement be inverse phase and its frequency response curve have multiple resonance peaks being difficult to distinguish, which has a negative impact on transmitting voltage response and directivity of the transducer, and has a larger impact on production quality of transducers using thickness vibration mode in a certain military project.Here, through theoretical study and simulation calculation of vibration modes and coupling vibration frequencies of a piezoelectric vibrator, the frequency optimization, the influence analysis of coupling weakening action on transducer and the test verification were performed.The simulation analysis and test results showed that the central hole has the obvious action of coupling weakening on modal vibrations of a circular disc high frequency transducer; it can improve the transmitting ability and directivity of the circular disc transducer to solve problems of low production quality and low yield of this kind of transducers.

关键词

厚度振动 / 耦合 / 径向振动 / 发送电压响应 / 指向性

Key words

thickness vibration / coupling / radial vibration / transmitting voltage response / directivity

引用本文

导出引用
赵慧,李海森,王艳,卞加聪,李科. 厚度振动换能器降耦合结构优化与工程应用[J]. 振动与冲击, 2021, 40(17): 124-130
ZHAO Hui, LI Haisen, WANG Yan, BIAN Jiacong, LI Ke. Optimization and engineering application of coupling weakening structure in thickness vibration transducer[J]. Journal of Vibration and Shock, 2021, 40(17): 124-130

参考文献

[1]莫喜平.我国水声换能器技术研究进展与发展机遇[J].中国科学院院刊, 2019, 34(3):272-282.
MO Xiping.Progress and opportunities of underwater transducers in China[J].Chinese Academy of Sciences, 2019, 34(3): 272-282.
[2]周利生, 胡青.水声发射换能器技术研究综述[J].哈尔滨工程大学学报, 2010(7):120-125.
ZHOU Lisheng, HU Qing.Review of hydroacoustic emission transducer technology[J].Journal of Harbin Engineering University, 2010(7): 120-125.
[3]张沛霖,张仲渊.压电测量[M].北京:国防工业出版社,1983.
[4]MORI E, ITON K, IMAMURA A.Analysis of a short column vibrator by apparent elasticity method and its application[C]//International Ultrasonics Conference Proceedings.Guildford, England, 1977.
[5]林书玉,张福成.压电陶瓷圆片振子的多模耦合振动[J].电子学报,1994,12(12):64-69.
LIN Shuyu, ZHANG Fucheng.Multimode coupled vibration of piezoelectric ceramic disc oscillators[J].Acta Electronica Sinica, 1994,12(12): 64-69.
[6]凤飞龙,沈建中,邓京军.压电振子径厚耦合振动的二维等效电路研究[J].压电与声光, 2006,28(3):357-359.
FENG Feilong, SHEN Jianzhong, DENG Jingjun.Research on two-dimensional equivalent circuit of diameter-thickness coupling vibration of piezoelectric vibrator [J].Piezoelectricity, Acousto-Optic, 2006,28(3): 357-359.
[7]李明轩, 张海澜, 应崇福.厚度模压电换能器应电压的特性分析[J].声学学报, 1981(5):3-13.
LI Mingxuan, ZHANG Hailan, YING Chongfu.Analysis of voltage characteristics of thickness mode piezoelectric transducer[J].Acta Acoustics, 1981(5): 3-13.
[8]GUO N, CAWLEY P, HITCHINGS D.The finite element analgsis of the vibration characteristics of piezoelectric dics[J].Journal of Sound and Vibration, 1992,159(1):115-138.
[9]KOCBACH J.Finite element modeling of ultrasonic piezoelectric transducers.Influence of geometry and material parameters on vibration, response functions and radiated field[D].Bergen: University of Bergen, 2000.
[10]LEE P, EDWARDS N P, LIN W S, et al.Second-order theories for extensional vibrations of piezoelectric crystal plates and strips.[J].IEEE Transactions on Ultrasonics Ferroelectrics & Frequency Control, 2002, 49(11):1497.
[11]KYBARTAS D, LUKOSEVICIUS A.Analysis of coupled vibration modes in piezoelectric disks[J].Ultragarsas, 2014, 4(53):31-36.
[12]HU Jing, WANG Chenghui, LI Jin.The radiant properties of the coupled ultrasonic vibration system [J].Journal of Shaanxi Normal University, 2015,43(6):30-35.
[13]LEE H, SINGH R.Comparison of two analytical methods used to calculate sound radiation from radial vibration modes of a thick annular disk[J].Journal of Sound and Vibration, 2005, 285(4/5):1210-1216.
[14]STORHEIM E, LUNDE P, VESTRHEIM M.Vibration of a baffled piezoelectric ceramic circular disk in lower radial modes, with near-and farfield sound radiation[J].Acoustical Society of America Journal, 2017, 141(5):3835-3836.
[15]CHILLARA V K, DAVIS E, PANTEA C, et al.Ultrasonic bessel beam generation from radial modes of piezoelectric discs.[J].Ultrasonics, 2019, 96: 140-148.

PDF(2442 KB)

Accesses

Citation

Detail

段落导航
相关文章

/