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Section VII. Random fields. Proton glasses

Random fields influence on dynamic properties of disordered ferroelectrics

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Pages 281-291 | Received 22 Aug 1994, Published online: 26 Oct 2011

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A.N. Tsotsorin & S.A. Gridnev. (2007) Crossover from Relaxor to Ordinary Ferroelectric State in PMN-PZT System. Ferroelectrics 360:1, pages 44-49.
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O.N. IVANOV & V.A. DYAD'KIN. (2004) Dielectric and Elastic Properties of Relaxor PbMg1/3Nb2/3O3 . Ferroelectrics 307:1, pages 143-149.
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M.D. Glinchuk, V.A. Stephanovich, B. Hilczer, J. Wolak & C. Caranoni. (1999) Dynamic dielectric permittivity of 1:1 family relaxors. Ferroelectrics 235:1, pages 111-124.
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E. Klotins, A. Stemberg & K. Kundzins. (1999) Macroscopic elastic and electric fields in ferroelectrics: Phenomenology and simulations. Ferroelectrics 235:1, pages 97-110.
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V. Trepakov, V. Vikhnin, M. Savinov, P. Syrnikov, S. Kapphan, V. Lemanov, H. Hesse & L. Jastrabik. (1999) Dielectric permittivity and Fe-and Cu-doping effect in KTaO3 AND K1-xLixTaO3 . Ferroelectrics 235:1, pages 59-76.
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M.D. Glinchuk & V.A. Stephanovich. (1998) Nonlinear dielectric response of relaxor ferroelectrics. Ferroelectrics 217:1, pages 253-261.
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M.D. Glinchuk, R. Farhi & V.A. Stephanovich. (1997) Relaxor ferroelectrics in the random field theory framework. Ferroelectrics 199:1, pages 11-24.
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M.D. Glinchuk & V.A. Stephanovich. (1997) The peculiarities of dielectric susceptibility dynamics in mixed ferro-glass phase of disordered ferroelectrics. Ferroelectrics Letters Section 22:5-6, pages 113-119.
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Oleg Ivanov, Elena Danshina, Yulia Tuchina & Viacheslav Sirota. Diffuse Phase Transition and Ferroelectric Properties of Ceramic Solid Solutions in New SrTiO<sub>3</sub>-BiScO<sub>3</sub> System. Diffuse Phase Transition and Ferroelectric Properties of Ceramic Solid Solutions in New SrTiO<sub>3</sub>-BiScO<sub>3</sub> System.
V.A. Stephanovich & E.V. Kirichenko. (2007) The physical mechanisms of relaxation times distribution in inorganic and organic disordered ferroelectrics. Journal of Non-Crystalline Solids 353:47-51, pages 4418-4421.
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V. A. Stephanovich, M. D. Glinchuk & C. A. Randall. (2004) Enhanced ferroelectric phase-transition temperature in perovskite-based solid solutions. Physical Review B 70:13.
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V. V. Laguta, M. D. Glinchuk & I. V. Kondakova. (2004) The Vogel-Fulcher law as a criterion for identifying a mixed ferroelectric-glass phase in potassium tantalate doped with lithium. Physics of the Solid State 46:7, pages 1262-1269.
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V. A. Stephanovich, M. D. Glinchuk, E. V. Kirichenko & B. Hilczer. (2003) Theory of radiation induced relaxor behavior of poly(vinylidene fluoride-trifluoroethylene) copolymers. Journal of Applied Physics 94:9, pages 5937-5944.
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M. D. Glinchuk & I. V. Kondakova. (2001) Features of the shape of Raman spectra of disordered ferroelectrics. Physics of the Solid State 43:7, pages 1307-1313.
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George A. Samara. 2001. 239 458 .
M D Glinchuk, V A Stephanovich, B Hilczer, J Wolak & C Caranoni. (1999) Peculiarities of dielectric response of 1:1 family relaxors. Journal of Physics: Condensed Matter 11:32, pages 6263-6275.
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M. D. Glinchuk & V. A. Stephanovich. (1999) Dynamic properties of relaxor ferroelectrics. Journal of Applied Physics 85:3, pages 1722-1726.
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M D Glinchuk & V A Stephanovich. (1998) Theory of the nonlinear susceptibility of relaxor ferroelectrics. Journal of Physics: Condensed Matter 10:48, pages 11081-11094.
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M. D. Glinchuk & I. V. Kondakova. (1998) EPR and NMR line shapes in disordered ferroelectric crystals. Physics of the Solid State 40:2, pages 311-317.
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M D Glinchuk, R Farhi & V A Stephanovich. (1997) Theory of phase transitions in disordered ferroelectrics allowing for nonlinear and spatial correlation effects. Journal of Physics: Condensed Matter 9:46, pages 10237-10248.
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M D Glinchuk & R Farhi. (1996) A random field theory based model for ferroelectric relaxors. Journal of Physics: Condensed Matter 8:37, pages 6985-6996.
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M.D. Glinchuk, L. Jastrabik & V.A. Stephanovich. (1996) The sequence of structural phase transitions in KTa1−xNbxO3. Physica B: Condensed Matter 222:1-3, pages 182-190.
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