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Analysis of the admittance of symmetrical triple-layer flexural piezoelectric vibrator

机译:对称三层挠曲压电振子导纳的分析

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Piezoelectric materials are frequently used as transducers. Piezoelectric bending mode elements can be used to harvest vibration energy because they can convert mechanical energy into electrical energy. In this article, we present the derivation of the equation for electrical admittance of the symmetrical triple-layer flexural piezoelectric vibrator. The triple-layer piezoelectric vibrator is here made into a sandwich: two layers of piezoelectric ceramics are separated by a thin layer of a conductive material. These two piezoelectric layers are often connected electrically in series when sensing or harvesting energy. The resonance mode equation of admittance for symmetrical triple-layer flexural piezoelectric vibrator is given. The equation can be used to analyze admittance characteristics and equivalent circuits and to calculate piezoelectric constants of symmetrical triple-layer flexural piezoelectric vibrators.
机译:压电材料经常用作换能器。压电弯曲模式元件可用于收集振动能,因为它们可以将机械能转换为电能。在本文中,我们介绍了对称三层挠曲压电振动器的电导率方程。三层压电振动器在这里被制成三明治结构:两层压电陶瓷被一层薄薄的导电材料隔开。当感测或收集能量时,这两个压电层通常串联电连接。给出了对称的三层挠曲压电振子的导纳的谐振模方程。该方程可用于分析导纳特性和等效电路,并计算对称三层挠曲压电振子的压电常数。

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