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One can easily see that the closest packing of spheres in two dimensions is realised by a hexagonal structure Each structure has its unique arrangement of atoms, directly affecting the mechanical and physical properties of the material. Each sphere is in contact with six neighboured spheres

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In three dimensions one can now go ahead and add another equivalent layer. 56}) is accomplished using the transformation equations This article explains the three common crystal structure types used in metals and alloys

It covers the face centered cubic, body centered cubic, and hexagonal close packed arrangements

Learn the main features, compare their differences, and see typical materials for each lattice type. Both are based upon sheets of spheres arranged at the vertices of a triangular tiling They differ in how the sheets are stacked upon one another. The transformation from a rhombohedral reference basis to an hcp reference basis (triple hexagonal cell, obverse setting [ltc, 1983, p