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BCC Metals |
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Dimensions of the Unit Cell | |
The center of each atom in a body-centered cubic metal is located at a lattice point. Atoms touch along the body diagonals of the unit cell. The length of the body diagonal and the radius of the metal atom can be determined by measuring the edge length of the unit cell by x-ray diffraction. The length of the body diagonal is four times the radius of the atom. Thus the radius of the atom is one-fourth the length of the body diagonal. Click the links on the right in order to illustrate the topics listed above. Underlined words in the text link to definitions. |
Body
Diagonals
in the BCC Unit Cell ![]() ![]() ![]() ![]() Body
Diagonal
Outline of three atoms along the body diagonal Diagonal
has length 4R, where R is the radius of the atom
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2003 by: Journal of Chemical Education Software |
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