2017
DOI: 10.1103/physrevb.96.134119
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Switching the chirality of a ferroelectric vortex in designed nanostructures by a homogeneous electric field

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Cited by 45 publications
(15 citation statements)
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“…[ 69 ] On the basis of both the experimental results and the phase‐field simulations, the vortex structure results (primarily) from competition between three energies—elastic energy (PbTiO 3 layers in tensile strain on DyScO 3 substrate), electrostatic energy from built‐in field (large polar discontinuity at the interfaces from PbTiO 3 to SrTiO 3 layers), and gradient energy (the energy required to rotate or change the direction or magnitude of the polarization). The emergent chirality identified in these ordered arrays of polar vortex phase indicates that complex polar topologies similar to those of ferromagnetic materials can also be achieved, [ 89,90 ] which encourages further exploring of other types of polar topologies in ferroelectrics, such as polar bubbles and skyrmions.…”
Section: Topological Structures In Ferroelectric/ferroelastic Thin Fimentioning
confidence: 99%
See 1 more Smart Citation
“…[ 69 ] On the basis of both the experimental results and the phase‐field simulations, the vortex structure results (primarily) from competition between three energies—elastic energy (PbTiO 3 layers in tensile strain on DyScO 3 substrate), electrostatic energy from built‐in field (large polar discontinuity at the interfaces from PbTiO 3 to SrTiO 3 layers), and gradient energy (the energy required to rotate or change the direction or magnitude of the polarization). The emergent chirality identified in these ordered arrays of polar vortex phase indicates that complex polar topologies similar to those of ferromagnetic materials can also be achieved, [ 89,90 ] which encourages further exploring of other types of polar topologies in ferroelectrics, such as polar bubbles and skyrmions.…”
Section: Topological Structures In Ferroelectric/ferroelastic Thin Fimentioning
confidence: 99%
“…The elastic, electrostatic, and gradient energies compete such a way that topological nontrivial polar texture could occur automatically in ferroelectric system. The presence of nonuniform polarization mode in ferroelectrics enables the possibility to create novel functionalities previously inaccessible in the parent materials, such as enhanced electronic conductivity, [ 14,88 ] enhanced magnetization, [ 16 ] giant electromechanical response, [ 78 ] chirality, [ 89,90 ] negative capacitance, [ 91,92 ] etc., and could provide a new paradigm for potential applications in nanoelectronic devices, including ultradense nonvolatile memories and low‐power transistors.…”
Section: Introductionmentioning
confidence: 99%
“…To enable the application of the polarization vortices in the systems described above in nanotechnology, we need to be able to effectively manipulate the order parameters and phase transitions under external stimuli. Theoretical studies have proposed switching either by a curled electric field 14 or by rationally designed nanostructures, such as nanorings 15 or notched nanodots 16 . Experimental investigation was only limited in a phase coexistence (vortex and a1/a2 phase) system by Damodaran et al 17 , who used an atomic force microscopy (AFM) tip to apply an external electric field to a mixed phase system and demonstrated the interconversion between vortices and the regular ferroelectric phase by X-ray diffraction and second-harmonic generation.…”
Section: Ferroelectric Vortices Formed Through Complex Lattice-charge...mentioning
confidence: 99%
“…Nevertheless, it is still a challenge in practice to realize a large enough and highly localized curled electric field to switch the vortex [9][10][11][12][13][14][15][16][17][18]. To avoid the use of curled electric fields, various vortex switching strategies have been also proposed, e.g., via geometry design [9][10][11][12], defect engineering [13,14], asymmetric mechanical loads [14][15][16], nonuniform electric fields [17], sweeping tip fields [18], etc. The key idea of these strategies is to bring some kind of asymmetry to the vortex system, such that nucleation of vortex with a deterministic charity is favored.…”
Section: Introductionmentioning
confidence: 99%