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The distribution of the 32 point groups into the 7 crystal systems is given in the following table.
For the correspondence of the two systems below, see crystal system.
A crystal system is a class of point groups.
They are among the crystallographic point groups of the cubic crystal system.
Space groups are assigned to crystal systems according to their point groups.
Each one can be classified into one of the seven crystal systems.
Each of these crystal systems is represented by a primitive lattice.
These twin laws are specific to the crystal system.
They are similar to but not quite the same as the seven crystal systems and the six crystal families.
All members of the series belong to the monoclinic crystal system with point group 2/m.
Some directions and planes are defined by symmetry of the crystal system.
It is an example of a hexagonal crystal system.
Its hardness is 3.5 and it has a monoclinic crystal system.
At high temperatures the structure is cubic crystal system.
The unit cell arrangement of the atoms within a crystal system gives the structure.
For example diamonds, which have a cubic crystal system, are often found as octahedrons.
There are three vectors of unequal length in this crystal system.
A crystal system is described by three basis vectors.
Similar studies have been performed on additional crystal systems without a supporting electrolyte.
It has a tetragonal crystal system and a good, or distinct, cleavage.
It is translucent and crystallizes in the orthorhombic crystal system.
Reciprocal lattices for the cubic crystal system are as follows.
The numbering is arbitrary, except that groups with the same crystal system or point group are given consecutive numbers.
What's more, the researchers gave the scientists new insight into materials with virtually no defects, what are known as "single crystal systems."
The fourteen three-dimensional lattices, classified by crystal system, are shown above.