The domain wall structure in disordered ferroelectrics

被引:2
|
作者
Kirichenko, EV [1 ]
Sobolewska, A [1 ]
Stephanovich, VA [1 ]
机构
[1] Univ Opole, Dept Math & Informat, PL-45052 Opole, Poland
关键词
disordered dielectric; impurity concentration; domain wall thickness;
D O I
10.1080/00150190390211693
中图分类号
T [工业技术];
学科分类号
08 ;
摘要
We calculate the structure of 180degrees domain wall in disordered ferroelectrics with random site electric dipoles (i.e. those like K1-xLixTaO3, KTa1-xNbxO3). The calculation is performed on the basis of a free energy functional of disordered dielectrics derived by us earlier [2] within the framework of a random local field method. We obtain the domain wall thickness as a function of impurity dipole concentration n and temperature T. It is shown that in disordered ferroelectric the domain wall is usually broader that in their ordered counterparts; the thickness increases infinitely near phase transition temperature and critical concentration of dipoles.
引用
收藏
页码:211 / 219
页数:9
相关论文
共 50 条
  • [31] Defect-domain wall interactions in trigonal ferroelectrics
    Gopalan, Venkatraman
    Dierolf, Volkmar
    Scrymgeour, David A.
    ANNUAL REVIEW OF MATERIALS RESEARCH, 2007, 37 : 449 - 489
  • [32] Polarization reversals with 90° domain wall structures in ferroelectrics
    Iwata, Makoto
    FERROELECTRICS, 2007, 349 : 55 - 63
  • [33] Superconductivity from Domain Wall Fluctuations in Sliding Ferroelectrics
    Chaudhary, Gaurav
    Martin, Ivar
    PHYSICAL REVIEW LETTERS, 2024, 133 (24)
  • [34] EFFECT OF TUNNELING ON DOMAIN-WALL STRUCTURE AND MOBILITY IN ORDER-DISORDER TYPE FERROELECTRICS
    SIDORKIN, AS
    FIZIKA TVERDOGO TELA, 1989, 31 (09): : 293 - 295
  • [35] A level set approach to domain wall kinetics and domain patterning in elastic ferroelectrics
    Kalpakides, V. K.
    Arvanitakis, A. I.
    COMPUTER METHODS IN APPLIED MECHANICS AND ENGINEERING, 2010, 199 (45-48) : 2865 - 2875
  • [36] Resonant domain-wall-enhanced tunable microwave ferroelectrics
    Zongquan Gu
    Shishir Pandya
    Atanu Samanta
    Shi Liu
    Geoffrey Xiao
    Cedric J. G. Meyers
    Anoop R. Damodaran
    Haim Barak
    Arvind Dasgupta
    Sahar Saremi
    Alessia Polemi
    Liyan Wu
    Adrian A. Podpirka
    Alexandria Will-Cole
    Christopher J. Hawley
    Peter K. Davies
    Robert A. York
    Ilya Grinberg
    Lane W. Martin
    Jonathan E. Spanier
    Nature, 2018, 560 : 622 - 627
  • [37] Dynamics of the domain structure in ferroelectrics with an incommensurate phase
    M. B. Belonenko
    A. S. Sasov
    Physics of the Solid State, 2006, 48 : 1134 - 1136
  • [38] Domain Wall Conduction and Polarization-Mediated Transport in Ferroelectrics
    Vasudevan, Rama K.
    Wu, Weida
    Guest, Jeffrey R.
    Baddorf, Arthur P.
    Morozovska, Anna N.
    Eliseev, Eugene A.
    Balke, Nina
    Nagarajan, V.
    Maksymovych, Peter
    Kalinin, Sergei V.
    ADVANCED FUNCTIONAL MATERIALS, 2013, 23 (20) : 2592 - 2616
  • [39] Influence of a Single Grain Boundary on Domain Wall Motion in Ferroelectrics
    Marincel, Daniel M.
    Zhang, Huairuo
    Kumar, Amit
    Jesse, Stephen
    Kalinin, Sergei V.
    Rainforth, W. M.
    Reaney, Ian M.
    Randall, Clive A.
    Trolier-McKinstry, Susan
    ADVANCED FUNCTIONAL MATERIALS, 2014, 24 (10) : 1409 - 1417
  • [40] ON THE DOMAIN-WALL OSCILLATION SPECTRUM IN FERROELECTRICS-FERROELASTICS
    NECHAEV, VN
    ROSHCHUPKIN, AM
    FIZIKA TVERDOGO TELA, 1989, 31 (11): : 243 - 247