Analytical 3D-analysis of compressional wave excitation by thickness-shear-mode resonators

R. Beigelbeck, B. Jakoby
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引用次数: 3

Abstract

Piezoelectric thickness-shear-mode resonators are well established as viscosity and chemical liquid sensors. When immersed in the sample liquid, the resonator excites a strongly damped shear-polarized wave as well as spurious compressional waves in the liquid. The latter are scarcely damped, which can lead to disturbing interferences if they are reflected by obstacles close to the sensor. In order to analyze the spurious compressional wave excitation, we developed a three-dimensional mathematical model utilizing solutions of the linearized Navier-Stokes equation in the spatial Fourier-domain, which govern the acoustic field in the liquid. Finally, we discuss the solutions and illustrate the results by considering practical examples.
厚度剪切型谐振器激发纵波的解析三维分析
压电厚度剪切型谐振器在粘度和化学液体传感器中已经得到了很好的应用。当谐振器浸泡在样品液体中时,谐振器在液体中激发出强烈阻尼的剪切极化波和伪纵波。后者几乎没有阻尼,如果它们被靠近传感器的障碍物反射,就会导致干扰。为了分析伪纵波激励,我们利用空间傅里叶域中线性化的Navier-Stokes方程的解建立了一个三维数学模型,该模型控制了液体中的声场。最后,我们讨论了解决方案,并结合实例说明了结果。
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