NUMERICAL ANALYSIS ON THE RESPONSES OF UNIMORPH AND BIMORPH PIEZOELECTRIC HARVESTERS IN TIME DOMAIN

Authors

  • YELDA VELI University POLITEHNICA of Bucharest
  • CLAUDIA SĂVESCU Romanian Research and Development Institute for Gas Turbines COMOTI
  • ALEXANDRU M. MOREGA University POLITEHNICA of Bucharest
  • DANIEL COMEAGĂ University POLITEHNICA of Bucharest

DOI:

https://doi.org/10.36801/

Keywords:

energy harvesting, piezoelectric, time response, finite element method

Abstract

The paper presents the assessment of the electric output rendered by a unimorph and a bimorph piezoelectric harvester, with one and respectively two active piezoceramic wafers, by means of numerical simulations. Expected sinusoidal voltages were obtained in time dependent study, with a time step corresponding to the eigenfrequency found after conducting an Eigenfrequency study. The terminal voltages obtained are in agreement with Euler-Bernoulli beam theory and with the distance of the piezoelectric layers from the neutral fibre. If Electrical Circuit physics is to be added to form a closed internal circuit, a single unified sinusoidal voltage response should be obtained, coinciding with the input vibration signal. The independent voltages of the layers of a piezoelectric structure with more than one layer (usually two or four layers) cannot be observed experimentally, as a harvester has only two terminals which pick the overall electric response from all the layers, giving a single alternating voltage output.

References

(1) Y. Wang, Y. Lv, B. Lv, Y. Zhang, Modeling, Simulation and analysis of intermediate fixed piezoelectric energy harvester, Energies, 15, 9, p. 3294, 2022,

(2) B. Debnath, R. Kumar, A comparative simulation study of the different variations of PZT piezoelectric material by ising A MEMS vibration energy harvester, IEEE Transactions on Industry Applications, 58, 3, pp. 3901–3908, 2022.

(3) B. Sirisha, S. Chella, S. Sunithamani, M. Ravi Kumar, J. Lakshmi Prasanna, Simulation and analysis of piezoelectric energy harvester with various proof-mass geometries, International Journal of Online and Biomedical Engineering (iJOE), 18, 07, pp. 14–26, 2022.

(4) S. Seok, A. Brenes, C. Yoo, E. Lefeuvre, Experiment and analysis of a piezoelectric energy harvester based on combined FEM modeling and spice simulation, Microsystem Technologies, 28, 9, pp. 2123–2130, 2022.

(5) T. Jalabert, M. Pusty, M. Mouis, G. Ardila, Investigation of the diameter-dependent piezoelectric response of semiconducting ZnO nanowires by Piezoresponse Force Microscopy and FEM simulations, Nanotechnology, 34, 11, p. 115402, 2022.

(6) R. R. Singh, D. Kumar, and M. Paswan, numerical simulation of bimorph piezoelectric beam with circular holes, Journal of The Institution of Engineers (India): Series D, 2022,

(7) W. Mo, S. Huang, N. Liu, Design and simulation of broadband piezoelectric energy harvester with multi-cantilever, Proceedings of IncoME-VI and TEPEN, pp. 841–851, 2022.

(8) H.Y. Wang, X. B. Shan, T. Xie, Equivalent circuit simulation model of cantilevered piezoelectric bimorph energy harvester, Applied Mechanics and Materials, 148–149, pp. 245–249, 2011.

(9) M. Reyaz Ahmad Vali, S. Faruque Ali, Harvesting Energy from a Series of Harvesters, Recent Advances in Computational Mechanics and Simulations, pp. 573–585, 2020.

(10) M.A. Bani-Hani, A.M. Almomani, K.F. Aljanaideh, S.A. Kouritem, Mechanical modeling and numerical investigation of earthquake-induced structural vibration self-powered sensing device, IEEE Sensors Journal, 22, 20, pp. 19237–19248, 2022.

(11) Hosokawa, Piezoelectric finite-difference time-domain simulations of piezoelectric signal generated in cancellous bone by ultrasound irradiation, The Journal of the Acoustical Society of America, 152, 4, pp. A251–A251, 2022.

(12) C. Săvescu, D. Comeagă, A. Morega, Y. Veli, Experimental tests with piezoelectric harvester for tuning resonant frequency to vibrating source, Revue Roumaine des Sciences Techniques, Série Électrotechnique et Énergétique, 67, 4, pp. 457–460, 2022.

(13) C.I. Borzea, C.D. Comeagă, M.N. Uddin, R.D. Hrițcu, V.L. Ringheanu, Improving the electric response of a cantilever piezoelectric energy harvester by constraining tip curvature, IOP Conference Series: Materials Science and Engineering, 997, p. 012038, 2020.

(14) C. Borzea, D. Comeagă, A. Stoicescu, C. Nechifor, Piezoelectric harvester performance analysis for vibrations harnessing, U.P.B. Scientific Bulletin, Series C Electrical Engineering and Computer Science, 81, 3, pp. 237-248, 2019, ISSN 2286-3540.

(15) Stoicescu, M. Deaconu, R.D. Hritcu, C.V. Nechifor, V.A. Vilag, Vibration energy harvesting potential for turbomachinery applications, INCAS Bulletin, 10, 1, pp. 135-148, 2018,

(16) ***Midé Technology, PPA PRODUCTS Datasheet & User Manual, 2017. https://cdn2.hubspot.net/hubfs/3841176/Data-Sheets/ppa-piezo-product-datasheet.pdf.

(17) C.I. Borzea, C.D. Comeagă, Reliability of Euler-Bernoulli model for multilayer composite piezoelectric beams, 11th International Symposium on Advanced Topics in Electrical Engineering (ATEE), 2019.

(18) ***Comsol Multiphysics, v. 6.1.

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Published

09.03.2023

Issue

Section

APPLICATIONS

How to Cite

NUMERICAL ANALYSIS ON THE RESPONSES OF UNIMORPH AND BIMORPH PIEZOELECTRIC HARVESTERS IN TIME DOMAIN. (2023). ELECTRICAL MACHINES, MATERIALS AND DRIVES — PRESENT AND TRENDS, 18(1), 118-124. https://doi.org/10.36801/