A metal crystallizes into two cubic phases i.e., fcc and bcc phase whose unit cell lengths are 3.5 and 3.0 angstrom calculate the ratio of the densities of fcc and bcc
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formula of density = z×m/a3×No
a= unit cell length
now for FCC
Z= 4 , a= 3.5
d1 = 4×m/(3.5)3×No
now for bcc.
Z= 2,. a= 3.0
d2 = 2×m/(3)3×No
now the ratio of density= d1/d2= 432/343
a= unit cell length
now for FCC
Z= 4 , a= 3.5
d1 = 4×m/(3.5)3×No
now for bcc.
Z= 2,. a= 3.0
d2 = 2×m/(3)3×No
now the ratio of density= d1/d2= 432/343
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Vasim@27
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