人工中耳悬浮式压电振子的优化设计

田佳彬?1, 饶柱石1, 塔娜1, 许立富1

振动与冲击 ›› 2015, Vol. 34 ›› Issue (5) : 135-140.

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PDF(1539 KB)
振动与冲击 ›› 2015, Vol. 34 ›› Issue (5) : 135-140.
论文

人工中耳悬浮式压电振子的优化设计

  • 为了优化人工中耳悬浮式压电振子的植入效果,设计了一种位移放大结构用于改善振子的输出特性。首先采用微CT扫描和逆向成型技术建立了包括外耳道、中耳和简化耳蜗的人耳有限元模型,通过与文献的实验数据比对验证模型的有效性。然后建立人耳与悬浮振子的耦合力学模型,通过有限元的耦合场分析研究加入位移放大结构前后的人工中耳植入效果。研究结果表明,采用位移放大结构后,振子于中高频段的等效声压级得到明显提升,可以有效降低压电振子的功耗。
作者信息 +

Optimization design of floating mass type piezoelectric actuator for implantable middle ear hearing devices

  • To optimize the implantable performance of the floating mass type piezoelectric actuator for implantable hearing devices, a displacement amplifier was designed to improve the out characteristics of the actuator. Firstly, a finite element model of the human ear consisting of the external ear canal, middle ear and simplified cochlea was constructed via micro-computer tomography imaging and reverse engineering. The validity of the model was completed through comparing the model-derived results with experimental data. Then an ear-actuator coupled mechanical model was developed, and the multi-field coupling was used to study the implantable performance of the actuator before and after the displacement amplifier was considered. The results showed that the adoption of the displacement amplifier could increase the equivalent sound pressure level of the actuator in the middle and high frequency range, and the power consumption could effectively be reduced at the same time.
Author information +
文章历史 +

摘要

为了优化人工中耳悬浮式压电振子的植入效果,设计了一种位移放大结构用于改善振子的输出特性。首先采用微CT扫描和逆向成型技术建立了包括外耳道、中耳和简化耳蜗的人耳有限元模型,通过与文献的实验数据比对验证模型的有效性。然后建立人耳与悬浮振子的耦合力学模型,通过有限元的耦合场分析研究加入位移放大结构前后的人工中耳植入效果。研究结果表明,采用位移放大结构后,振子于中高频段的等效声压级得到明显提升,可以有效降低压电振子的功耗。

Abstract

To optimize the implantable performance of the floating mass type piezoelectric actuator for implantable hearing devices, a displacement amplifier was designed to improve the out characteristics of the actuator. Firstly, a finite element model of the human ear consisting of the external ear canal, middle ear and simplified cochlea was constructed via micro-computer tomography imaging and reverse engineering. The validity of the model was completed through comparing the model-derived results with experimental data. Then an ear-actuator coupled mechanical model was developed, and the multi-field coupling was used to study the implantable performance of the actuator before and after the displacement amplifier was considered. The results showed that the adoption of the displacement amplifier could increase the equivalent sound pressure level of the actuator in the middle and high frequency range, and the power consumption could effectively be reduced at the same time.

关键词

人工中耳 / 压电振子 / 有限元建模 / 位移放大结构

Key words

implantable hearing devices / piezoelectric actuator / finite element modeling / displacement amplifier

引用本文

导出引用
田佳彬?1, 饶柱石1, 塔娜1, 许立富1. 人工中耳悬浮式压电振子的优化设计[J]. 振动与冲击, 2015, 34(5): 135-140
Jiabin Tian1, Zhushi Rao1, Na Ta1, Lifu Xu1 . Optimization design of floating mass type piezoelectric actuator for implantable middle ear hearing devices[J]. Journal of Vibration and Shock, 2015, 34(5): 135-140

参考文献

[1] Horlbeck D, Fully implantable ossicular stimulator [J]. Operative Techniques in Otolaryngology-Head and Neck Surgery, 2010, 21(3): 207-210.
[2] Hong E P, Park I Y, Seong K W, et al., Evaluation of an implantable piezoelectric floating mass transducer for sensorineural hearing loss [J]. Mechatronics, 2009, 19(6): 965-971.
[3] Wang Z, Abel E, Mills R, et al., Assessment of multi-layer piezoelectric actuator technology for middle-ear implants [J]. Mechatronics, 2002, 12(1): 3-17.
[4] Eung-Pyo H, Min-Kyu K, LEE S, et al., Vibration modeling and design of piezoelectric floating mass transducer for implantable middle ear hearing devices [J]. IEICE TRANSACTIONS on Fundamentals of Electronics, Communications and Computer Sciences, 2007, 90(8): 1620-1627.
[5] Wang Z, Mills R, Luo H, et al., A Micropower Miniature Piezoelectric Actuator for Implantable Middle Ear Hearing Device [J]. Biomedical Engineering, IEEE Transactions on, 2011, 58(2): 452-458.
[6] Elhadrouz M, Ben Zineb T, Patoor E, Finite element analysis of a multilayer piezoelectric actuator taking into account the ferroelectric and ferroelastic behaviors [J]. International journal of engineering science, 2006, 44(15): 996-1006.
[7] Handzel O, Wang H, Fiering J, et al., Mastoid cavity dimensions and shape: method of measurement and virtual fitting of implantable devices [J]. Audiology and Neurotology, 2009, 14(5): 308-314.
[8] NIEZRECKI C, BREI D, BALAKRISHNAN S, et al., Piezoelectric actuation: State of the art [J]. The Shock and vibration digest, 2001, 33(4): 269-280.
[9] Bornitz M, Hardtke H-J, Zahnert T, Evaluation of implantable actuators by means of a middle ear simulation model [J]. Hearing Research, 2010, 263(1): 145-151.
[10] Wang X, Hu Y, Wang Z, et al., Finite element analysis of the coupling between ossicular chain and mass loading for evaluation of implantable hearing device [J]. Hearing research, 2011, 280(1): 48-57.
[11] Stieger C, Bernhard H, Waeckerlin D, et al., Human temporal bones versus mechanical model to evaluate three middle ear transducers [J]. Journal of rehabilitation research and development, 2007, 44(3): 407.
[12] Puria S, Peake W T, Rosowski J J, Sound-pressure measurements in the cochlear vestibule of human-cadaver ears [J]. The Journal of the Acoustical Society of America, 1997, 101: 2754.
[13] Aibara R, Welsh J T, Puria S, et al., Human middle-ear sound transfer function and cochlear input impedance [J]. Hearing research, 2001, 152(1): 100-109.
[14] Kim N, Homma K, Puria S, Inertial bone conduction: Symmetric and anti-symmetric components [J]. Journal of the Association for Research in Otolaryngology, 2011, 12(3): 261-279.
[15] Steele C RLim K-M, Cochlear model with three-dimensional fluid, inner sulcus and feed-forward mechanism [J]. Audiology and Neurotology, 1999, 4(3-4): 197-203.
[16] Gan R Z, Reeves B P, Wang X, Modeling of sound transmission from ear canal to cochlea [J]. Annals of biomedical engineering, 2007, 35(12): 2180-2195.
[17] Gan R Z, Sun Q, Feng B, et al., Acoustic–structural coupled finite element analysis for sound transmission in human ear—Pressure distributions [J]. Medical engineering & physics, 2006, 28(5): 395-404.
[18] Wittbrodt M J, Steele C R, Puria S, Developing a physical model of the human cochlea using microfabrication methods [J]. Audiology and Neurotology, 2006, 11(2): 104-112.
[19] Shih W Y, Shih W H, Aksay I A, Scaling analysis for the axial displacement and pressure of flextensional transducers [J]. Journal of the American Ceramic Society, 1997, 80(5): 1073-1078.
[20] Gan R Z, Wood M W, Dormer K J, Human middle ear transfer function measured by double laser interferometry system [J]. Otology & Neurotology, 2004, 25(4): 423-435.
[21] Daphalapurkar N P, Dai C, Gan R Z, et al., Characterization of the linearly viscoelastic behavior of human tympanic membrane by nanoindentation [J]. Journal of the Mechanical Behavior of Biomedical Materials, 2009, 2(1): 82-92.
[22] Zhang XGan R Z, Experimental measurement and modeling analysis on mechanical properties of incudostapedial joint [J]. Biomechanics and modeling in mechanobiology, 2011, 10(5): 713-726.
[23] Nakajima H H, Dong W, Olson E S, et al., Differential intracochlear sound pressure measurements in normal human temporal bones [J]. Journal of the Association for Research in Otolaryngology, 2009, 10(1): 23-36.
[24] Ko W H, Zhu W-L, Maniglia A J, Engineering principles of mechanical stimulation of the middle ear [J]. Otolaryngologic Clinics of North America, 1995, 28(1): 29.

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