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References                               21

              1.20  Consider the icosahedral arrangement of anions around a  cation.  Calculate the distance
                   between the center of the cation and the center ofthe anion in terms of the distance between
                   two neighboring anion centers. Then calculate the radius ratio at which these ions touch
                   each other.

             References

                                                 Books
             Ashcroft, N.  W.,  and Mermin, N.  D.:  1976, Solid State Physics, Holt, Rinehart, and Winston,
                   Philadelphia, pp. 63-129.
                   This text discusses the solid state in considerable detail, both descriptively and analyti-
                   cally. In the cited chapters, the standard crystal lattices are described and X-ray diffrac-
                   tion analyzed.
             Bums, G.: 1985, Solid State Physics, Academic Press, Orlando, Fl, pp. 1-84.
                   This is an intermediate level text. Bums begins with a description of crystal group theory.
                   He then considers simple crystal structures in some detail. In chapter 4, he discusses the
                   use of X-ray diffraction. Bonding in crystals is considered later in the book.
             Hahn, T.  (editor): 1985, International Tables for Crystallography, Brief Teaching Edition of
                   Volume A Space-Group Symmetry, Reidel, Dordrecht, pp. 1-119.
                   Because of the different bases that may be associated with the lattice points, the crystal
                   lattices in tables 1.1 and 1.2 yield 230 different arrangements in space. In this text, 24 of
                   the most commonly occurring examples are described in detail.
             Kittel, C.:  1986, Introduction to Solid State Physics, 6th edn, John Wiley & Sons, Inc., New York,
                   pp.  1-80.
                   This is a popular introductory text. In chapter 1, Kittel discusses the lattice structures of
                   crystals. In chapter 2, there is a useful introduction to diffraction by crystals. In chapter
                   3, the bonding in crystals is treated.
             Omar, M.  A.:  1975, Elementary Solid State Physics, Addison-Wesley Publishing Co., Reading,
                   MA, pp. 1-66.
                   This is another introductory text. In chapter 1, Omar describes both crystal structures
                   and the bonding in crystals. Chapter 2 is a useful introduction to diffraction by crystals.
             Rao, C. N.  R., and Gopalakrishnan, J : 1997, New Directions in Solid State Chemistry, 2nd edn,
                   Cambridge University Press, Cambridge, pp. 1-534.
                  The authors cover the field of solid state science in a comprehensive yet simple manner.
                   Many references to the original literature are cited.
                                                Articles

             Breneman, G. L.:  1987, "Crystallographic Symmetry Point Group Notation Flow Chart," J.  Chem.
                  Educ.  64, 21&-217.
             Dai, H., and Lieber, C. M.:  1993, "Scanning 'funneling Microscopy of Low-Dimensional Materials:
                  Charge Density Wave Pinning and Melting in Two DimenSions," Annu. Rev. Phys.  Chem.
                  44,237-263.
             Francisco, E., Luana, V., Recio, J. M., and Pueyo, L.: 1988, "The Coulombic Lattice Potential of
                  Ionic Compounds: The Cubic Perovskites," J.  Chem.  Educ.  65, &-9.
             Goldman, A. I., and Kelton, R.  F.:  1993, "Quasicrystals and Crystalline Approximants," Rev. Mod.
                  Phys.  65, 213-230.
             Goldman, A. I., and Widom, M.:  1991, "Quasicrystal Structure and Properties," Annul Rev. Phys.
                  Chem. 42, 685-729.
             Hardgrove, G.  L.:  1997, "Teaching Space Group Symmetry through Problems," J.  Chem. Educ.
                  74,797-799.
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