The study of the influence of the geometry of a lateral electric field resonator on its resonant characteristics

•Resonator based on plate of ceramics with two rectangular electrodes on one side was studied experimentally and theoretically.•For all resonant modes frequency of parallel resonance increases with increasing gap between electrodes.•Maximum of real part of electrical impedance increases with increas...

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Veröffentlicht in:Ultrasonics 2024-08, Vol.142, p.107386, Article 107386
Hauptverfasser: Teplykh, Andrey, Zaitsev, Boris, Semyonov, Alexander, Borodina, Irina
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Sprache:eng
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Zusammenfassung:•Resonator based on plate of ceramics with two rectangular electrodes on one side was studied experimentally and theoretically.•For all resonant modes frequency of parallel resonance increases with increasing gap between electrodes.•Maximum of real part of electrical impedance increases with increasing gap between electrodes.•Frequency of parallel resonance weakly depends on the thickness of the resonator.•Structure of acoustic field inside resonator weakly depends on gap between electrodes and plate thickness. An experimental study of the dependence of the electrical impedance of a lateral electric field resonator on its thickness and the size of the gap between the electrodes was carried out. The resonator was made of PZT-19 piezoceramics in the form of a rectangular parallelepiped with the shear dimensions of 18 × 20 mm2. Two rectangular electrodes with a gap that varied in the range from 4 to 14 mm were applied on one side of the resonator. For each gap width, the frequency dependences of the real and imaginary parts of the electrical impedance were measured using an impedance analyzer. It has been found that increasing the gap width leads to an increase in the resonant frequency and to an increase in the maximum value of the real part of the impedance. Three series of such experiments were carried out for three values of the resonator thickness: 3.02, 2.38 and 1.9 mm. The resonant characteristics of the resonator were also theoretically analyzed by finite element analysis using two models. One resonator model was based on a two-dimensional finite element method. In this case, the vibration modes that existed due to the finite size of the plate in the direction parallel to the gap between the electrodes were not taken into account. The second model of the resonator used a three-dimensional finite element method, which correctly took into account all vibration modes existing in the resonator. Comparison of theory with experiment has shown that the three-dimensional model provides a better agreement between theoretical and experimental results.
ISSN:0041-624X
1874-9968
1874-9968
DOI:10.1016/j.ultras.2024.107386