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Characteristics of Close-Packed Arrangements

Crystal System Bravais space lattice 1 ASTM notation Hermann-Mauguin Pearson notation [Pg.1212]

Note P primitive, I boriy-centereri (from German, Innercentrum), F face-centered (From German, Flasch-encentrien). A, B, C faces orthogonals to lattice vectors a, b and c respectively. [Pg.1212]

Parameters Simple cubic Body-centered cubic Face-centered cubic Hexagonal close-packed [Pg.1212]

Number of first neighboring entities (coordination number) 6 8 12 12 [Pg.1212]

Smallest distance between 1st neighbors a r/3/2 = 0.866a 0/ 2=0.707a a [Pg.1212]

See other pages where Characteristics of Close-Packed Arrangements is mentioned: [Pg.1211]    [Pg.1212]   


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