piezoelectric transformer
Recently Published Documents


TOTAL DOCUMENTS

491
(FIVE YEARS 30)

H-INDEX

29
(FIVE YEARS 2)

Author(s):  
Jinyu Yang ◽  
Ed V Barnat ◽  
Seong-kyun Im ◽  
David B. Go

Abstract When a piezoelectric transformer (PT) is actuated at its second harmonic frequency by a low input voltage, the generated electric field at the distal end can be sufficient to breakdown the surrounding gas, making them attractive power sources for non-equilibrium plasma generation. Understanding the potential and electric fields produced in the surrounding medium by the PT is important for effectively designing and using PT plasma devices. In this work, the spatiotemporally resolved characteristics of the electric field generated by a PT operating in open air have been investigated using the femtosecond electric field-induced second harmonic generation (E-FISH) method. Electric field components were determined by simultaneously conducting E-FISH measurements with the incident laser polarized in two orthogonal directions relative to the PT crystal. Results of this work demonstrate the spatial distribution of electric field around the PT’s output distal end and how it evolves as a function of time. Notably, the strongest electric field appears on the face of the PT’s distal surface, near the top and bottom edges and decreases by approximately 70% over 3 mm. The time delay between the PT’s input voltage and measured electric field indicates that there is an about 0.45 phase difference between the PT’s input voltage and output signal.


Author(s):  
Iryna Belyakova ◽  
Volodymyr Medvid ◽  
Vadim Piscio ◽  
Roman Mykhailyshyn ◽  
Volodymyr Savkiv ◽  
...  

2021 ◽  
Author(s):  
Li Zhuang ◽  
Tianshu Yang ◽  
Zixin Zhao ◽  
Dingyuan Peng ◽  
Ruobing Zhang

Author(s):  
Volodymyr Medvid ◽  
Iryna Belyakova ◽  
Vadim Piscio ◽  
Serhii Lupenko

The mathematical model of a piezoelectric transformer of the transverse-transverse type and describes the method of its construction has been presented. Although mathematical modeling programs for piezoelectric devices can achieve any predetermined modeling accuracy, the simulation results cannot be directly used in the development of electronic equipment, because the programs are not integrated with CADs, for this reason most often in calculations and in modeling circuits based on piezotransformers, the simplest equivalent circuit is used. But its adequately reflects currents and voltages in the piezotransformer circuit only in the vicinity of the operating resonant frequency. The proposed model is based on a one-dimensional approximation of the equations of state and dynamics of the piezoelectric medium for flat plates of constant thickness and width, which is obtained from a three-dimensional system of equations by averaging the width and thickness. While the usual approximate model often allows to model a piezotransformer with two pairs of electrodes and only in the vicinity of one resonant frequency, the model constructed in the article allows to take into account the presence of several electrodes on piezotransformer surfaces and their different relative positions on the upper and lower surfaces. 'esoplastin. Compared with the usual, the proposed model is more convenient for modeling by means of circuit modeling systems. In the developed model, the piezotransformer is represented as a set of interconnected sections that carry one pair or several pairs of electrodes on the surfaces. Also, in contrast to the usual, the proposed model allows to take into account the presence of several resonant frequencies of the piezotransformer, which allows more adequate modeling of electronic equipment that uses in its structure a piezoelectric transformer of the transverse type. On the basis of the mathematical model the scheme of substitution of separate sections of the piezoelectric transformer is constructed and formulas for calculation of parameters of elements of the scheme are given. In in the article as example the implementation of the developed model in the computer-aided design system MicroCAP has been showed.


2020 ◽  
Vol 35 (10) ◽  
pp. 10466-10476 ◽  
Author(s):  
Zijiang Yang ◽  
Jack Forrester ◽  
Jonathan N. Davidson ◽  
Martin P. Foster ◽  
David A. Stone

Sign in / Sign up

Export Citation Format

Share Document