2020
DOI: 10.1103/physrevb.102.104101
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Prediction of high-strain polar phases in antiferroelectric PbZrO3 from a multiscale approach

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Cited by 15 publications
(20 citation statements)
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“…The double P-E hysteresis loop shown in Figure 2b indicates that synergistically changing the following parameters may optimize the energy storage performance: (1) simultaneously increasing the critical electric fields E A and E B and minimizing the loop area [31]; (2) increasing the P max [28] and minimizing the P r [32]. In practice, due to the dielectric anisotropy of the crystals [113], the energy storage density of identical materials also exhibits a direction-dependent nature [71,97,114,115]. Taking PbZrO 3 as an example, multiscale first-principles computations show that as the E is applied along different crystallographic directions, its phase transition pathways are distinct (Figure 5a).…”
Section: Anisotropic Energy Storagementioning
confidence: 99%
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“…The double P-E hysteresis loop shown in Figure 2b indicates that synergistically changing the following parameters may optimize the energy storage performance: (1) simultaneously increasing the critical electric fields E A and E B and minimizing the loop area [31]; (2) increasing the P max [28] and minimizing the P r [32]. In practice, due to the dielectric anisotropy of the crystals [113], the energy storage density of identical materials also exhibits a direction-dependent nature [71,97,114,115]. Taking PbZrO 3 as an example, multiscale first-principles computations show that as the E is applied along different crystallographic directions, its phase transition pathways are distinct (Figure 5a).…”
Section: Anisotropic Energy Storagementioning
confidence: 99%
“…Taking PbZrO 3 as an example, multiscale first-principles computations show that as the E is applied along different crystallographic directions, its phase transition pathways are distinct (Figure 5a). On this basis, Lisenkov et al found three high-strain polar phases: a monoclinic (Cc) phase, an orthorhombic (Ima2) phase and a tetragonal (I4cm) phase [114]. (2) increasing the Pmax [28] and minimizing the Pr [32].…”
Section: Anisotropic Energy Storagementioning
confidence: 99%
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“…As for the effect of point defects, one can see that it breaks local crystallographic symmetry and introduces local chemical pressure and local polarization, as reported in HfO 2 . [53,54] Relative to the capacitor geometry, despite different driving forces, the phase-transition mechanisms [4,5] are expected to be similar given the pinning effect of structural defects and interfaces to electric polarization. [18,19] In addition, the increase of P r induced by neutron irradiation dose in PbZrO 3 suggests that the mechanism reported here may extend to bulk ceramics.…”
Section: Resultsmentioning
confidence: 99%
“…[ 1 ] Towards further improving the recoverable energy density U e = ∫ EdP ( Figure a), two complementary approaches are mainly implemented so far: the macroscopic one by developing novel material design strategies such as polymorphic nanodomain [ 2 ] and grain‐orientation‐engineered multilayers, [ 3 ] and the microscopic one by unveiling the energy‐storage pathway and mechanism. [ 4,5 ] Obviously, in situ revealing the energy‐storage pathway provides a fundamental perspective to elaborate the structure – property relationship. Nevertheless, the ultrafast charging and discharging processes, completed in milliseconds or less, in traditional parallel‐plate capacitors (Figure 1a) bring great challenges to capture the transient transition between different phase states.…”
Section: Introductionmentioning
confidence: 99%