If 'a' stands for the edge length of the cubic systems : simple cubic, body centred cubic and face centred cubic, then the ratio of radii of the spheres in these systems will be respectively
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Solution :
For Simple cubic :
r′r=a2
Here a =edge length and
r′r= interatomic distance
For body centered
r′+r=a22–√
Therefore , ratio of radii of the three will be
a2:a3–√4:a22–√
Answered by
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For Simple cubic :
r′r=a2r′r=a2
Here a =edge length and
r′r=r′r= interatomic distance
For body centered
r′+r=a22–√r′+r=a22
Therefore , ratio of radii of the three will be
a2:a3–√4:a22–√
r′r=a2r′r=a2
Here a =edge length and
r′r=r′r= interatomic distance
For body centered
r′+r=a22–√r′+r=a22
Therefore , ratio of radii of the three will be
a2:a3–√4:a22–√
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