The number of tetrahedral and octahedral voids formed by one half of sphere with its adjacent layer in close packing are
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the number of tetrahedral and octahedral voids formed in by one half of sphere with its adjacent layer in closed packing are. 4,3.
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In a close packing, which means cubic close packing (CCP) or FCC, we have 8 tetrahedral voids and 6 octahedral voids keeping one sphere constant. So for half a sphere we'll have 4 tetrahedral and 3 octahedral voids. I've tried using colour coding but it's difficult to make people understand 3D like this. I really hope this somewhat helps you..
Try seeing images on Google related to position of tetrahedral and octahedral voids, that might help you understand their positions and number with respect to one sphere..
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