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Monte Carlo simulation on the size effect in ferroelectric nanostructures
F. Xue; X. S. Gao; J. M. Liu
2009
发表期刊Journal of Applied Physics
ISSN0021-8979
卷号106期号:11
摘要The ferroelectric domain structures in a two-dimensional square lattice with different lattice sizes under a set of finite boundary conditions (zero dipole and clamped strain on lattice boundaries) are investigated using Monte Carlo simulation, based on the Landau phenomenological model. Given the finite boundary conditions, the ferroelectric domain structure evolves gradually from the 90 degrees-striped pattern into the single-vortex pattern with reducing lattice size. When the finite boundary conditions apply only onto one-dimensional boundaries, as an approach to the case of thin films, the single-domain pattern is favored with reducing lattice size. The physics underlying the evolution of domain structures with varying lattice size is discussed.
部门归属[xue, f.; liu, j. -m.] nanjing univ, solid state microstruct lab, nanjing 210093, peoples r china. [gao, x. s.] s china normal univ, sch phys & telecommun engn, lab quantum informat technol, guangzhou 510006, guangdong, peoples r china. [liu, j. -m.] chinese acad sci, int ctr mat phys, shenyang 110016, peoples r china.;liu, jm (reprint author), nanjing univ, solid state microstruct lab, nanjing 210093, peoples r china;liujm@nju.edu.cn
关键词Electric Domains Monte Carlo Methods Nanostructured Materials Size Effect Phase-transitions Thin-films Surface Polarization
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WOS记录号WOS:000272838600100
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被引频次:17[WOS]   [WOS记录]     [WOS相关记录]
文献类型期刊论文
条目标识符http://ir.imr.ac.cn/handle/321006/32466
专题中国科学院金属研究所
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F. Xue,X. S. Gao,J. M. Liu. Monte Carlo simulation on the size effect in ferroelectric nanostructures[J]. Journal of Applied Physics,2009,106(11).
APA F. Xue,X. S. Gao,&J. M. Liu.(2009).Monte Carlo simulation on the size effect in ferroelectric nanostructures.Journal of Applied Physics,106(11).
MLA F. Xue,et al."Monte Carlo simulation on the size effect in ferroelectric nanostructures".Journal of Applied Physics 106.11(2009).
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