Saturday, August 8, 2015

CLASSIFICATION OF CRYSTALS 1



CLASSIFICATION OF CRYSTALS
As you must have read earlier (under elements of symmetry), the symmetry elements are very important because they have been used to classify crystals into systems and systems into classes.  All together there are 32 classes under 7 symmetry systems. 



      I.            Classification into systems:
          The classification of crystals into systems is done on the basis of the following sub categories:
-         The crystallographic axes,
-         The crystallographic angles,
-         The type of unit cell (unit form),
-         The diagnostic symmetry element.

a)    The crystallographic axes:
          In this sub category, note is taken on
-         The number of axes (whether there are 3 or 4 axes) and
-         The lengths at which the unit form intersects each crystallographic axis,

b)    The crystallographic angles,
          Here, the angles between the crystallographic axes are considered (that is whether they are orthogonal or non – orthogonal axes).

c)     The type of unit cell (unit form):
          In this sub category, the type of unit form that makes up the crystal is considered.
d)    The diagnostic symmetry element:
          Under this, the symmetry element which is common to all the classes under the system is considered.  For example, the cubic system has 4iii folds in all its classes, while the tetragonal system has 1iv folds in all its classes.

   II.            Classification into systems:
          The division of crystal systems into classes is based on the symmetry elements (plane of symmetry, axis of symmetry and center of symmetry).
          Although there are seven (7) crystal systems which are sub-divided into 32 classes, many of these classes have no mineral representative, or are represented either by very rare minerals or by chemical compounds.  Most common minerals fall under one of the first 15 classes.
          The Holohedral or Holosymmetric or Holomorphic class is the class in a system which contains the highest number of symmetry elements.  Such a class can be used to represent that system.  For example the Galena class in the Cubic system has 23 symmetry elements. 








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