No.3 August 2004
 
 
  What 's inside?

- Cover Page
- Forward
- Editor and Editional Review Board
   
 
       
 
  New Gem Mineral Species Pezzottaite: Comparison between "Beryl" and "Pezzottaite"
 
THE SUPERSTRUCTURE: THE DIFFERENCE BETWEEN THE TWO MINERALS "BERYL" AND "PEZZOTTAITE"
 
 

Fig. P1-2 Ball-and-stick models of beryl (Fig. P1) and pezzottaite (Fig. P2). A projection of the crystal structure in the direction of the c-axis is shown in order to explain some details of the ring systems in these two minerals. The size and position of the unit-cell (as seen perpendicular to the c-axis) is also shown. Green balls = aluminium cations (Al), blue = beryllium (Be), yellow = lithium (Li), red = caesium (Cs), grey = oxygen (O), black = silicon (Si). The structure of beryl is characterized by six-membered rings of SiO4 tetrahedra alternating along the c-axis with twelve-membered rings composed of alternating BeO4 and AlO6 polyhedra. In the mineral pezzottaite, an arrangement of beryl-like rings is found, but there are two different types of twelve-membered rings: (1) Those identical to the corresponding rings in beryl, and (2) those assembled of LiO4, BeO4 and AlO6 polyhedra. To allow for the ordered (Be, Li) distribution in the structure of pezzottaite, the unit-cell had to be enlarged relative to beryl (compare P1 and P2). Both models are represented in hexagonal settings for better comparison. It must be remembered, however, that pezzottaite has a rhombohedral crystal lattice and beryl has a hexagonal lattice. In trigonal/rhombohedral symmetry, the highest symmetry element is a three-fold rotation axis, whereas in hexagonal symmetry a six-fold rotation axis is required.

  Fig. P3 Single crystal X-ray diffractometer

One of the instruments used for the analysis of the crystal structure of the new mineral pezzottaite. Critical parts of the instrument include an X-ray generator (1),
a multichannel X-ray detector (2), and utilizing the latest computer software for visualization and analyzing signals (not shown). X-ray can be used to compute the geometrical arrangement of atoms (Figs. P1,2 and P6) in a mineral. The result leads to the determination of crystal structure details (Box 5A).

diffraction pattern of a single crystal consists of symmetrically arranged spots, where the spot seperation determines the periodicity of the lattice (unit-cell dimensions) and the arrangement of the spots provides clues to the symmetry of the structure.

Finally, the unit-cell and the space group can be determined (Boxes 1 and 5A). This is a crystallographic code that identifies the crystallographic nature of a mineral.