2005
DOI: 10.1063/1.1861965
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Preisach model and simulation of the converse piezoelectric coefficient in ferroelectric ceramics

Abstract: The electric-field dependencies of the elastic strains ξ3(E) and the converse piezoelectric coefficients d33(E) for ferroelectric ceramics of different degree of ferroelectric hardness have been measured. The observed results have been approximated by the Preisach and Rayleigh polynomials. The nonmonotonic d33(E) dependence for ferroelectric ceramics has been established. The interpretation of the observed results based on a substantially different distribution of reoriented domains over the internal and coerc… Show more

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Cited by 14 publications
(9 citation statements)
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“…We can see from Table 1 that electromechanical and piezoelectric activity as well as dielectric constant of nanoporous CMPC "piezoceramic-metal" increase with relative porosity, and consequently with metal content grows. This behavior is in good conformity with the theoretical and FEM modeling results [12,24,25] predicting grows of dielectric constant and piezoelectric modulus in the vicinity of dielectric-metal percolation threshold. The electromechanical behavior of CMPC with hollow metal spheres (pore with metalized internal Density,  (10 3 ), g/cm 3 6.4 4.8…”
Section: Dielectric and Piezoelectric Propertiessupporting
confidence: 89%
See 1 more Smart Citation
“…We can see from Table 1 that electromechanical and piezoelectric activity as well as dielectric constant of nanoporous CMPC "piezoceramic-metal" increase with relative porosity, and consequently with metal content grows. This behavior is in good conformity with the theoretical and FEM modeling results [12,24,25] predicting grows of dielectric constant and piezoelectric modulus in the vicinity of dielectric-metal percolation threshold. The electromechanical behavior of CMPC with hollow metal spheres (pore with metalized internal Density,  (10 3 ), g/cm 3 6.4 4.8…”
Section: Dielectric and Piezoelectric Propertiessupporting
confidence: 89%
“…Preliminary experiments on nanoporous CMPC "piezoceramic-metal" in low frequency range 10 −6 -10 4 Hz confirmed also the theoretical predictions of giant dielectric relaxation and giant piezoelectric effect resulting from Maxwell-Wagner relaxation (Figure 12), as was foreshown in [24,25].…”
Section: Dielectric and Piezoelectric Propertiessupporting
confidence: 70%
“…where 1 is relative strain and M 31 is the differential coefficient of electrostriction. Thus, if the value of jd 31 j is known, the strain can be calculated as follows 46 :…”
Section: Methodsmentioning
confidence: 99%
“…Several mathematical models have been proposed to show the behavior of hysteretic processes, such as the Preisach model [2], the neural network model [3], the Prandtle-Ishlinskii model [4], Bouc-wen model [5].…”
Section: Introductionmentioning
confidence: 99%