Preview

Advanced Engineering Research (Rostov-on-Don)

Advanced search

ON POLARIZATION AND IDENTIFICATION OF POROUS PIEZOCERAMICS EFFECTIVE CHARACTERISTICS

Abstract

Features of the porous ceramics polarization based on the previously developed theory are described. The numerical study of the field remanent polarization depending on the porosity percentage in ACELAN finite element package is presented. The research results are used to model the problem of determining the piezoelectric coefficients d31 and d33. The derived values go with their known experimental behavior.

About the Authors

Galina D. Vernigora
Don State Technical University.
Russian Federation


Timofey G. Lupeiko
Southern Federal University.
Russian Federation


Alexander S. Skaliukh
Southern Federal University.
Russian Federation


Arkady N. Solovyev
Don State Technical University.
Russian Federation


References

1. Getman I. Theoretical and experimental investigation of the porous PZT ceramics / I. Getman, S. Lopatin // Ferroelectrics. – 1996. – Vol. 186. – P. 301–304.

2. Nasedkin A.V. K raschetu effektivnyh modulei poristoi p'ezokeramiki / A.V. Nasedkin // Teoreticheskaya i prikladnaya mehanika. – 2003. – Vyp. 37. – S. 47–51. – In Russian.

3. Different approaches to finite element modelling of effective moduli of porous piezoceramics with 3-3 (3-0) connectivity / A. Nasedkin [et al.] // Proc. 2005 IEEE Ultrason: symp. – Rotterdam, Sept. 18–21, 2005. – P. 1648–1651.

4. Soloviev A.N. Identification of effective properties of the piezocomposites on the base of FEM modeling with ACELAN / A.N. Soloviev, G.D. Vernigora; ed. I.A. Parinov // Piezoceramic materials and devices. – New York : NOVA Publishers, 2010. – P. 217–240.

5. Belokon' A.V. Matematicheskoe modelirovanie neobratimyh processov polyarizacii / A.V. Belokon', A.S. Skaliuh. – M.: FIZMATLIT, 2010. – 328 s. – In Russian.

6. Landis C.M. Fully coupled, multi-axial, symmetric constitutive laws for polycrystalline ferroelectric ceramics / C.M. Landis // Journal of the Mechanics and Physics of Solids. – 2002. – № 50. – P. 127–152.

7. Fesenko E.G. Polyarizaciya keramiki / E.G. Fesenko. – Rostov n/D: Izd-vo RGU, 1968. – 136 s. – In Russian.

8. Chen X. Micromechanics simulation of ferroelectric polarization switching / X. Chen, D.N. Fang, K.C. Hwang // Acta Materialia. – 1997. – Vol. 45. – № 8. – P. 3181–3189.

9. Fuzi J. Two Preisach type vector hysteresis models / J. Fuzi // Physica B: Condensed Matter. – 2004. – № 343. – P. 159–163.

10. Smith R.C. A Domain Wall Model for Hysteresis in Piezoelectric Materials / R.C. Smith, Z. Ounaies // Journal of Intelligent Material Systems and Structures. – 2000. – Vol. 11. – № 1. – P. 62–79.

11. Zhang H.L. Microstructure and electrical properties of porous PZT ceramics derived from different pore-forming agents / H.L. Zhang, Jing-Feng Li, Bo-Ping Zhang // Acta Materialia. – 2007. – Vol. 55. – P. 171–181.

12. Parton V.Z. Elektromagnitouprugost' p'ezoelektricheskih i elektroprovodnyh tel / V.Z. Parton, B.A. Kudryavcev. – M.: Nauka, 1988. – 472 s. – In Russian.


Review

For citations:


Vernigora G.D., Lupeiko T.G., Skaliukh A.S., Solovyev A.N. ON POLARIZATION AND IDENTIFICATION OF POROUS PIEZOCERAMICS EFFECTIVE CHARACTERISTICS. Vestnik of Don State Technical University. 2011;11(4):462-469. (In Russ.)

Views: 395


Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 License.


ISSN 2687-1653 (Online)