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Calculating the packing fraction (The percent space occupied by atom) for a hexagonal unit cell requires...

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Chemistry

Calculating the packing fraction (The percent space occupied byatom) for a hexagonal unit cell requires a bit more trigonometrythan the same calculation for a cubic cell. However, based on yourobservations, which of the cubic cells would you expect to have thesame packing fraction as the hexagonal cell? Explain yourreasoning?

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4.1 Ratings (764 Votes)
hexagonal closed packing and face centred closed packing hassame packing fraction074FCC and HCP StructureThe face centered cubic and hexagonal close packed structuresboth have a packing    See Answer
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