For structures consisting of identical atoms, how many atoms are contained in the simple, body-centered, and facecentered cubic unit cells? Explain how you obtained the values.

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23-08-2022
Chemistry

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For structures consisting of identical atoms, how many atoms are contained in the simple, body-centered, and facecentered cubic unit cells? Explain how you obtained the values.

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aryanagarwal466 aryanagarwal466 · Answer 1 · 2022-08-28T02:59:43+02:00

One atom makes up a simple cubic unit cell, two atoms make up a body-centered cubic, and four identical atoms make up a face-centered cubic.

The smallest repeating unit with complete crystal structural symmetry is known as a unit cell. A parallelepiped is a name for the unit cell geometry, which has six lattice parameters that are the lengths of the cell edges (a, b, and c) and the angles between them (,, ).

The smallest repeating unit in a crystal lattice, known as a unit cell, is what creates the crystal lattice of a specific substance when it is repeatedly repeated in various orientations. The tiniest repeating unit in a crystal lattice is called a unit cell. There are numerous different types of unit cells.

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