离子束刻蚀法在体声波上设置单片压电滤波器

A. D. Cheremnykh, A. Sergienko, D. Pushkin
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引用次数: 0

摘要

压电滤波器的调谐过程是通过在惰性气体气氛中离子束蚀刻(IBE)去除电极层,从而降低谐振器的频率。需要控制第一谐振器和第二谐振器的频率,以及频率间隔(压电系统上、下谐振器频率之间的距离)、部分谐振器的动态阻抗和插入衰减。本文介绍了利用离子束刻蚀对体积声波调谐单片压电滤波器的结果。结果表明,在插入衰减的控制下,应使用压电系统的上下共振频率进行调谐。还需要排除对第一和第二谐振器频率的控制操作。确定了谐振腔离子束刻蚀电极的最佳参数:工作压力- 1.33 × 10-5 Pa,工作气体流量- 1.75 m3·Pa/sec,离子束能量- 1 keV,离子电流密度- 6 mA/cm2。此外,还揭示了插入阻尼和动态电阻与谐振腔频率的关系。所获得的单片石英滤波器的特性是:标称频率为- 21400.681 MHz,带宽为- 3 dB - 32.66 kHz,插入损耗为0.5 dB。所得结果可用于在较高频率下调谐具有较小电极的滤波器部分。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Settings of a monolithic piezoelectric filter on bulk acoustic waves by ion-beam etching
The process of tuning of the piezoelectric filter consists in lowering the frequencies of the resonators as a result of removing the electrode layer by means of ion-beam etching (IBE) in an inert gas atmosphere. It is necessary to control frequencies of the first and second resonators, as well as the frequency spacing (distance between frequencies of the upper and lower resonances of the piezo system), dynamic impedance of partial resonators and insertion attenuation. We present the results of using ion-beam etching in tuning monolithic piezoelectric filters on volumetric acoustic waves. It is shown that tuning should be performed using frequencies of the upper and lower resonances of the piezo system under control of the insertion attenuation. It is also necessary to exclude the control operations for the frequencies of the first and second resonators. The optimum parameters of ion-beam etching electrodes of the resonators are determined: working pressure — 1.33 × 10–5 Pa, working gas flow — 1.75 m3 · Pa/sec, ion beam energy — 1 keV, ion current density — 6 mA/cm2. Moreover, the dependence of the insertion damping and dynamic resistance on the frequency of the resonator was revealed. Characteristics of the obtained monolithic quartz filter are presented: nominal frequency — 21400.681 MHz, bandwidth by –3 dB — 32.66 kHz, insertion loss 0.5 dB. The obtained results can be used when tuning sections with smaller electrodes for filters at higher frequencies.
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