Consider a hexagonal close-packed unit cell, as shown in the image. How many corner atoms are shown in the image? number of corner atoms: What fraction of each corner atom is inside the boundaries of the cell? fraction inside the cell: How many face atoms are shown in the image? number of face atoms: What fraction of each face atom is inside the boundaries of the cell? fraction inside the cell: Additionally, there are three atoms that are 100% inside the boundaries of the unit cell. If you sum all the whole and fractions of atoms, how many atoms are actually inside a hexagonal close-packed unit cell? number of atoms inside the cell:

Chemistry & Chemical Reactivity
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Chapter12: The Solid State
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Problem 29PS: A diamond unit cell is shown here. Unit cell of diamond (a) How many carbon atoms are in one unit...
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Consider a hexagonal close-packed unit cell, as shown in
the image.
How many corner atoms are shown in the image?
number of corner atoms:
What fraction of each corner atom is inside the boundaries
of the cell?
fraction inside the cell:
How many face atoms are shown in the image?
number of face atoms:
What fraction of each face atom is inside the boundaries of
the cell?
fraction inside the cell:
Additionally, there are three atoms that are 100% inside the
boundaries of the unit cell.
If you sum all the whole and fractions of atoms, how many
atoms are actually inside a hexagonal close-packed unit cell?
number of atoms inside the cell:
Transcribed Image Text:Consider a hexagonal close-packed unit cell, as shown in the image. How many corner atoms are shown in the image? number of corner atoms: What fraction of each corner atom is inside the boundaries of the cell? fraction inside the cell: How many face atoms are shown in the image? number of face atoms: What fraction of each face atom is inside the boundaries of the cell? fraction inside the cell: Additionally, there are three atoms that are 100% inside the boundaries of the unit cell. If you sum all the whole and fractions of atoms, how many atoms are actually inside a hexagonal close-packed unit cell? number of atoms inside the cell:
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