On the Symmetry Analysis of Surface Induced Effects

References

• Eliseev , E. A. , Morozovska , A. N. , Glinchuk , M. D. , Zaulychny , B. Y. , Skorokhod , V. V. and Blinc , R. 2010 . Surface-induced piezomagnetic, piezoelectric, and linear magnetoelectric effects in nanosystems . Phys. Rev. , B82 : 1 – 7 . 085408
   Google Scholar
• Eliseev , E. A. 2011 . Complete symmetry analyses of the surface-induced piezomagnetic, piezoelectric and linear magnetoelectric effects . Ferroelectrics , 417 : 100 – 109 .
   Web of Science ®Google Scholar
• Jahn , H. A. 1949 . Note on the Bhagavantam-Suryanarayana method of enumerating the physical constants of crystals . Acta Cryst. , 2 : 30 – 31 .
   Web of Science ®Google Scholar
• Birss , R. R. 1964 . Symmetry and Magnetism , Amsterdam : North Holland .
   Google Scholar
• Sands , D. E. 1982 . Vectors and Tensors in Crystallography , Reading , MA : Addison-Wesley .
   Google Scholar
• Brandmuller , J. and Winter , F. X. 1985 . Influence of symmetry on the static and dynamic properties of crystals . Z. Kristallogr , 172 : 191 – 231 .
   Web of Science ®Google Scholar
• Grimmer , H. 1991 . General connections for the form of property tensors in the 122 Shubnikov point groups . Acta Cryst. , A47 : 226 – 232 .
   Web of Science ®Google Scholar
• Sirotin , Yu and Shaskolskaya , M. P. 1982 . Fundamentals of Crystal Physics , Moscow : Mir .
   Google Scholar
• Brandmuller , J. , Bross , H. , Bauer , W. G. and Winter , F. X. 1985 . Tables to accompany Brandmuller, J & Winter, FX: Influence of symmetry on the static and dynamic properties of crystals . Z. Kristallogr , 172 : 191 – 231 . (second corrected edition with extension to non-crystallographic point groups (1986))
   Web of Science ®Google Scholar
• Authier , A. 2003 . (editor) International tables for crystallography, Volume D: Physical Properties of Crystals , Dordrecht : Kluwer Academic .
   Google Scholar
• Litvin , S. Y. and Litvin , D. B. 1991 . Rank 0,1,2, and 3 magnetic and non-magnetic physical property tensors . Acta Cryst. , A47 : 290 – 292 .
   Web of Science ®Google Scholar
• Popov , S. V. , Svirko , Yu , P. and Zheludev , N. I. 1995 . Susceptibility Tensors for Nonlinear Optics , Bristol : Institute of Physics .
   Google Scholar
• Popov , S. V. , Svirko , Yu , P. and Zheludev , N. I. 1999 . Encyclopedia of Material Tensors on CD , Chichester : John Wiley .
   Google Scholar
• Ephraim , M. , Jannsen , T. , Janner , A. and Thiers , A. 2003 . Introduction to the accompanying software Tenχar, Section 1.2.7, in International Tables for Crystallography, Volume D: Physical properties of crystals , Edited by: Authier , A. 62 – 69 . Dordrecht : Kluwer Academic .
   Google Scholar
• Nye , J. F. 1985 . Physical Properties of Crystals , Oxford : Clarendon Press . Appendix E
   Google Scholar
• Janovec , V. , Čmelik , M. and Machonský , L. 2010 . Piezoelectric and electrooptic ferroics –qualitative domain and tensor characteristics . Phase Transitions , 83 : 670 – 681 .
   Web of Science ®Google Scholar
• Janovec , V. , Čmelik , M. and Machonský , L. Piezoelectric species . http://palata.fzu.cz/species/piezo/
   Google Scholar
• Aizu , K. 1972 . Electrical, mechanical and electromechanical orders of state shifts in nonmagnetic ferroic crystals . J. Phys. Soc. Japan , 32 : 1287 – 1301 .
   Google Scholar