2017
DOI: 10.1016/j.actamat.2017.02.029
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Modelling and fabrication of porous sandwich layer barium titanate with improved piezoelectric energy harvesting figures of merit

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Cited by 109 publications
(90 citation statements)
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“…The upper images of Figure 6 show the resulting propagation of breakdown (red areas) through the elastomer (blue), and shows that breakdown is initiated at the surface defects due to electric field concentrations subsequent breakdown of the polymer; the electric field distribution can be seen in the lower images of Figure 6. The effect of residual low permittivity cavities after healing is shown in Figure S8, whereby the field first concentrates in the low permittivity, a condition of Gauss' law [42] , and low breakdown strength air phase ( & = 1, E b,air = 3 kV mm -1 ). This results in localized dielectric breakdown of the air, which in turn causes the electric field to concentrate in the polymer phase.…”
Section: Modeling Of Self-healing Mgsbs Elastomer Before and After Brmentioning
confidence: 99%
“…The upper images of Figure 6 show the resulting propagation of breakdown (red areas) through the elastomer (blue), and shows that breakdown is initiated at the surface defects due to electric field concentrations subsequent breakdown of the polymer; the electric field distribution can be seen in the lower images of Figure 6. The effect of residual low permittivity cavities after healing is shown in Figure S8, whereby the field first concentrates in the low permittivity, a condition of Gauss' law [42] , and low breakdown strength air phase ( & = 1, E b,air = 3 kV mm -1 ). This results in localized dielectric breakdown of the air, which in turn causes the electric field to concentrate in the polymer phase.…”
Section: Modeling Of Self-healing Mgsbs Elastomer Before and After Brmentioning
confidence: 99%
“…However, when pores with a significantly lower permittivity than the bulk ferroelectric are introduced into the microstructure, the applied electric field concentrates in the low-permittivity pore region, which leads to an inhomogeneous electric field distribution throughout the structure [12,[23][24][25][26]. The fields are reported to be particularly inhomogeneous close to pore-ceramic interfaces, where low-field regions exist on boundaries aligned parallel to the poling field Ef vector, and high-field regions occur perpendicular to the Ef vector [27].…”
Section: Introductionmentioning
confidence: 99%
“…Although grain size [140,141] and oxygen activity [142,143] were found to play a significant role in piezoelectric properties and microstructures of BaTiO 3 ceramics, it is difficult to determine the optimal conditions experimentally. [147] Huang and Gao [148] investigated the temperature-induced domain switching and stress concentration of multilayer ferroelectric devices based on a phase field approach and finite element method. [144] Narita et al [145] developed the phase field simulation framework to study the effects of grain size and oxygen vacancy density on the poling of unpoled BaTiO 3 polycrystals and on the piezoelectric coefficient and permittivity of poled BaTiO 3 polycrystals.…”
Section: Ferroelectric/piezoelectric Behaviormentioning
confidence: 99%