Диссертация (1097670), страница 63
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– Berlin: Springer, 2004. – Vol. 645.4. Heisenberg W. Zur Theorie des Ferromagnetismus // Zeitschrift für Physik. – 1928. – Vol. 49.– 10. – P. 619-636.5. Mermin N.D., Wagner H. Absence of Ferromagnetism or Antiferromagnetism in One- orTwo-Dimensional Isotropic Heisenberg Models // Physical Review Letter. – 1966. – Vol. 17. –22. – P. 1133.6.
Yan S., Huse D.A., White S.R. Spin-Liquid Ground State of the S = ½ Kagome HeisenbergAntiferromagnet // Science. – 2011. – Vol. 332. – P. 1173-1176.7. Bednorz J.G., Müller, K.A. Possible high TC superconductivity in the Ba-La-Cu-O system //Zeitschrift für Physik B. – 1986. – Vol. 64. – 2. – P. 189–193.8.
Neves E.J., Perez J.F. Long range order in the ground state of two-dimensionalantiferromagnets // Physics Letters A. – 1986. – Vol. 114. – A. – P. 331.9. Manousakis E. The spin-1/2 Heisenberg antiferromagnet on a square lattice and its applicationto the cuprous oxides // Review Modern Physics. – 1991. – Vol. 63. – P. 1.10. White S.R., Chernyshev A.L. Neel order in square and triangular lattice Heisenberg models //Physical Review Letter. – 2007.
– Vol. 99. – 12. – P. 127004.11. Mourigal M., Zhitomirsky M.E., Chernyshev A.L. Field-induced decay dynamics in squarelattice antiferromagnets // Physical Review B. – 2010. – Vol. 82. – 14. – P. 144402.12. Seabra L., Sindzingre P., Momoi T., Shannon N. Novel phases in a square-lattice frustratedferromagnet: 1/3-magnetization plateau, helicoidal spin liquid, and vortex crystal // PhysicalReview B. – 2016. – Vol. 93.
– P. 085132.13. Kosterlitz J.M., Thouless D.J. Ordering, metastability and phase transitions in twodimensional systems // Journal of Physics C. – 1973. – Vol. 6. – P. 1181.14. Kosterlitz J.M. The critical properties of the two-dimensional xy model // Journal of PhysicsC. – 1974. – Vol. 7. – P. 1046.15. Berezinskii V.L. Destruction of long-range order in one-dimensional and two-dimensionalsystems having a continuous symmetry group I.
classical systems // Soviet Physics - Journal ofExperimental and Theoretical Physics. – 1971.–Vol. 32. – P. 493-500.32516. Berezinskii V.L. Destruction of long-range order in one-dimensional and two-dimensionalsystems possessing a continuous symmetry group. ii. quantum systems // Soviet Physics Journal of Experimental and Theoretical Physics. – 1971. – Vol. 34.
– P. 610.17. de Jongh L.J., Miedema A.R. Experiments on simple magnetic model systems // Advances inPhysics. – 1974. – Vol. 23. – P. 1.18. Cuccoli A., Roscilde T., Vaia R., Verrucchi P. Detection of X Y Behavior in WeaklyAnisotropic Quantum Antiferromagnets on the Square Lattice // Physical Review Letter. – 2003.– Vol.
90. – P. 167205.19. Cuccoli A., Roscilde T., Tognetti V., Vaia R., Verrucchi P. Quantum Monte Carlo study ofS= 1 2 weakly anisotropic antiferromagnets on the square lattice // Physical Review B. – 2003. –Vol. 67. – P. 104414.20. Cuccoli A., Roscilde T., Vaia R., Verrucchi P.Field-induced XY behavior in the S=1/2antiferromagnet on the square lattice // Physical Review B. – 2003. – Vol. 68. – P.
060402.21. Regnault L.P., Rossat-Mignod J., Henry J.Y., de Jongh L.J. Magnetic properties of the quasi2d easy plane antiferromagnet BaNi2(PO4)2. // Journal of Magnetism and Magnetic Materials. –1983. – Vol. 31–34. – P. 1205-1206.22. Gaveau P.,Boucher J.P., Regnault L.P., Henry Y. Magnetic field dependence of thephosphorus nuclear spin-relaxation rate in the quasi-two-dimensional XY antiferromagnetBaNi2(PO4)2 // Journal of Applied Physics. – 1991.
– Vol. 69. – P. 6228.23. Förster T., Garcia F.A., Gruner T., Kaul E.E., Schmidt B., Geibel C., Sichelschmidt J. Spinfluctuations with two-dimensional XY behavior in a frustrated S=1/2 square-lattice ferromagnet// Physical Review B. – 2013. – Vol. 87. – P. 180401.24. Shpanchenko R.V., Kaul E.E., Geibel C., Antipov E.V.
The new lead vanadylphosphatePb2VO(PO4)2. // Acta Crystallographica Section C: Crystal Structure Communications. – 2006. –Vol. 62. – P. i88.25. Yafet Y., Kittel C. Antiferromagnetic Arrangements in Ferrites // Physical Review. – 1952. –Vol. 87. – P. 290-294.26. Wannier G.H. Antiferromagnetism. The Triangular Ising Net // Physical Review. – 1950. –Vol. 79. – P. 357-364.27. Anderson P.W. Resonating valence bonds a new kind of insulator? // Materials ResearchBulletin. – 1973.
– Vol.8. – P. 153-160.28. Balents L. Spin liquids in frustrated magnets. // Nature. – 2010. – Vol.464. – P.199.29. Mekata M. Antiferro-Ferrimagnatic Transition in Triangular Ising Lattice // Journal of thePhysical Society of Japan. – 1977.
– Vol. 42. – P. 76-82.32630. Shirata Y., Tanaka H., Matsuo A., Kindo K. Experimental realization of a spin – ½ triangularlattice Heisenberg antiferromagnet // Physical Review Letter. – 2012. – Vol. 108. – P. 057205.31. Susuki T., Kurita N., Tanaka T., Nojiri H., Matsuo A., Kindo K., Tanaka H. Magnetizationprocess and collective excitations in the S=1/2 triangular lattice Heisenberg antiferromagnetBa3CoSb2O9 // Physical Review Letter.
– 2013. – Vol. 110. – P. 267201-1-5.32. Doi Y., Hinatsu Y., Ohoyama K. Structural and magnetic properties of pseudo-twodimensional triangular antiferromagnets Ba3CoSb2O9 (M = Mn, Co, and Ni) // Journal of PhysicsCondensed Matter. – 2004. – Vol. 16. – P. 8923-8935.33. Farnell D.J.J., Zinke R., Schulenburg J., Richter J. High-order coupled cluster method studyof frustrated and unfrustrated quantum magnets in external magnetic fields // Journal of PhysicsCondensed Matter. – 2009.
– Vol. 21. – P. 406002-1-12.34. Melchy P.E., Zhitomirsky M. E. Interplay of anisotropy and frustration: Triple transitions ina triangular-lattice antiferromagnet // Physical Review B. – 2009. – Vol. 80. – P. 064411.35. West D.V., McQueen T.M., Posen I.D., Ke X., Huang Q., Zandbergen H.W., Williams A.J.,Schiffer P., Cava R.J. A2+Mn5(SO4)6 family of triangular lattice, ferromagnetic sulfates. //Journal of Solid State Chemistry.
– 2009. – Vol. 182. – P.1343–1350.36. Shannon R.D., Rogers D.B., Prewitt C.T. Chemistry of noble metal oxides. I. Synthesis andproperties of ABO2 delafossite compounds. // Inorganic Chemistry. – 1971. – Vol. 10. – P. 713.37. Seki S., Onose Y., Tokura Y. Spin-Driven Ferroelectricity in Triangular LatticeAntiferromagnets ACrO2 (A=Cu, Ag, Li, or Na) // Physical Review Letter. – 2008.
– Vol.101. – P. 067204.38. Kimura K., Nakamura H., Kimura S., Hagiwara M., Kimura T. Tuning FerroelectricPolarization Reversal by Electric and Magnetic Fields in CuCrO 2 // Physical Review Letter.– 2009. – Vol. 103. – P. 107201.39. Kimura K., Nakamura H., Ohgushi K., Kimura T. Magnetoelectric control of spin-chiralferroelectric domains in a triangular lattice antiferromagnet // Physical Review B. – 2008. –Vol.
78. – P. 140401.40. Vasiliev A.,Volkova O., Presniakov I., Baranov A., Demazeau G., Broto J.M., MillotM., Leps N., Klingeler R., Büchner B., Stone M.B., Zheludev A. Thermodynamic propertiesand neutron diffraction studies of silver ferrite AgFeO2 // Journal of Physics CondensedMatter. – 2010. – Vol. 22. – P. 016007.41. Terada N., Khalyavin D.D., Manuel P., Tsujimoto Y., Knight K., Radaelli P.G., SuzukiH.S., Kitazawa H. Spiral-Spin-Driven Ferroelectricity in a Multiferroic Delafossite AgFeO2// Physical Review Letter. – 2012.
– Vol. 109. – P. 097203.32742. Kimura T., Lashley J.C., Ramirez A.P. Inversion-symmetry breaking in the noncollinearmagnetic phase of the triangular-lattice antiferromagnet CuFeO2 // Physical Review B. –2006. – Vol. 73. – P. 220401.43. Nakajima T., Mitsuda S., Takahashi K., Yamano M., Masuda K., Yamazaki H., ProkesK., Kiefer K., Gerischer S., Terada N., Kitazawa H., Matsuda M., Kakurai K., Kimura H.,Noda Y., Soda M., Matsuura M., Hirota K. Comprehensive study on ferroelectricity inducedby a proper-screw-type magnetic ordering in multiferroic CuFeO2: Nonmagnetic impurityeffect on magnetic and ferroelectric order // Physical Review B.
– 2009. – Vol. 79. – P.214423.44. Kanetsuki S., Mitsuda S., Nakajima T., Anazawa D., Katori H.A., Prokes K. Fieldinduced ferroelectric state in frustrated magnet CuFe1−xAlxO2 // Journal of PhysicsCondensed Matter. – 2007. – Vol. 19. – P. 145244.45. Seki S., Yamasaki Y., Shiomi Y., Iguchi S., Onose Y., Tokura Y. Impurity-dopinginduced ferroelectricity in the frustrated antiferromagnet CuFeO2 // Physical Review B. –2007. – Vol. 75.
– P. 100403.46. Terada N., Nakajima T., Mitsuda S., Kitazawa H., Kaneko K., Metoki N.Gasubstitution-induced single ferroelectric phase in multiferroic CuFeO2 // Physical Review B.– 2008. – Vol.78. – P. 014101.47. Singh K., Maignan A., Martin C., Simon C.AgCrS2: a spin driven ferroelectric //Chemistry of Materials. – 2009.
– Vol. 21. – P. 5007.48. Streltsov S.V., Poteryaev A.I., Rubtsov A.N. Magnetostriction and ferroelectric state inAgCrS2 // Journal of Physics Condensed Matter. – 2015. – Vol. 27. – P. 165601.49. Poienar M., Vecchini C., Andr`e G., Daoud-Aladine A., Margiolaki I., Maignan A.,Lappas A., Chapon L., Hervieu M., Damay F., Martin C.Substitution effect on the interplanecoupling in crednerite: the Cu1.04Mn0.96O2 case // Chemistry of Materials. – 2011. – Vol. 23.– P. 85.50. Ushakov A.V., Streltsov S.V., Khomskii D.I.