8.6: Solids
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# @ # @ # @ # @ # @ # @ # @ # @ @ # @ # @ # @ # @ # @ # @ # @ # # @ # @ # @ # @ # @ # @ # @ # @ @ # @ # @ # @ # @ # @ # @ # @ # # @ # @ # @ # @ # @ # @ # @ # @ @ # @ # @ # @ # @ # @ # @ # @ # # @ # @ # @ # @ # @ # @ # @ # @ @ # @ # @ # @ # @ # @ # @ # @ # |
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This pattern or crystal structure is generated by using a unit marked by the centers of any four @ or # signs. The choice is up to you in this case. Such a unit is called a primitive unit. The pattern has a square (or rectangular on some screens) appearance, and to preserve the square, we may use a square unit of
# @ # @ # @ @ # @ or # @ # # @ # @ # @ |
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as our unit cell. Such choices result in having two @ and # per unit cell, and these are called centered cells.
Thus, if we know the arrangement of a unit cell, we can use our imagination to build a crystal structure, or use symbols or models to represent a crystal structure. Since each pattern has features shared by many structures, often such a pattern is called a lattice. For example, the diamond, zinc blende, wurtzite, and \ce{NaCl} structures have been called lattices; however, the word lattice has a more formal definition by crystal physics and chemists. The above site gives a gallery of lattices.
Inorganic Chemistry by Swaddle defined crystals as packed regular arrays of atoms, ions, or molecules in a pattern repeated periodically ad infinitum.
Chung (Peter) Chieh (Professor Emeritus, Chemistry @ University of Waterloo)