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6. The face-centered cubic is the most dense and the simple cubic is the least dense of the three cubic Bravais lattices. The diamond structure is less dense than any of these. One measure of this is that the coordination numbers are: fce, 12; bec, 8; sc. 6; diamond, 4. Another is the following: Suppose identical solid spheres are distributed through space in st. way that their centers

6. The face-centered cubic is the most dense and the simple cubic is the least dense of the three cubic Bravais lattices. The diamond structure is less dense than any of these. One measure of this is that the coordination numbers are: fce, 12; bec, 8; sc. 6; diamond, 4. Another is the following: Suppose identical solid spheres are distributed through space in st. way that their centers

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6. The face-centered cubic is the most dense and the simple cubic is the least dense of the three cubic Bravais lattices. The diamond structure is less dense than any of these. One measure of this is that the coordination numbers are: fce, 12; bcc, 8; sc. 6; diamond, 4. Another is the following: Suppose identical solid spheres are distributed through space in st. way that their centers
Transcribed Image Text:6. The face-centered cubic is the most dense and the simple cubic is the least dense of the three cubic Bravais lattices. The diamond structure is less dense than any of these. One measure of this is that the coordination numbers are: fce, 12; bcc, 8; sc. 6; diamond, 4. Another is the following: Suppose identical solid spheres are distributed through space in st. way that their centers
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