Journal
APPLIED SCIENCES-BASEL
Volume 11, Issue 24, Pages -Publisher
MDPI
DOI: 10.3390/app112412045
Keywords
finite element method; polarization process; piezoelectric resonator
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This study investigates the polarization process on resonators with electrodes incompletely covering their bases, using a Finite Element Model to analyze the relationship between the inhomogeneous electric field and polarization. The research identifies areas within the resonator where desired polarization occurs and where no polarization occurs.
The polarization of the piezoelectric resonator depends on the direction of the applied electric field. The direction of the applied electric field is determined by the shape of the resonator and the position of the electrodes. In case of resonators with electrodes incompletely covering their bases, an inhomogeneous electric field is generated, which results in an inhomogeneous polarization of the resonator. The resonator will be polarized in some places either in a direction other than the desired one or not polarized at all. The aim of this work is to analyze the polarization process on resonators with electrodes incompletely covering their bases. The physical description is given by the linear piezoelectric equations, the Gaussian equation for the description of the electric field and by Newton's law of force. On this basis, a FEM model is developed and used to analyze the polarization process. The results of the calculation of the electric field vector distribution are presented. Finally, the areas are identified in which polarization in the desired direction is achieved in the resonator as well as the ones where no polarization occurs.
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