express the relationship between atomic radious and edge length in bcc and fcc. unit. cell
Answers
Answered by
52
If a is edge length and r us radius then,
For BCC Structure,
a = 4r / (√3)
For FCC Structure,
a = 4r / (√2)
For BCC Structure,
a = 4r / (√3)
For FCC Structure,
a = 4r / (√2)
Answered by
29
Hey dear,
Unit cell is the simplest repeating unit in a crystal.
● Answer -
In FCC, a = 2√2r
In BCC, a = 4r/√3
● Extra information -
Let, a = edge length, r = atomic radius.
In Simple cubic lattice,
Z = 1, r = a/2
In face centred cubic (FCC) lattice ,
Z = 4, r = a/2√2
In body centred cubic (BCC) lattice,
Z = 2, r = √3a/4
Hope this helped you.
Keep asking...
Unit cell is the simplest repeating unit in a crystal.
● Answer -
In FCC, a = 2√2r
In BCC, a = 4r/√3
● Extra information -
Let, a = edge length, r = atomic radius.
In Simple cubic lattice,
Z = 1, r = a/2
In face centred cubic (FCC) lattice ,
Z = 4, r = a/2√2
In body centred cubic (BCC) lattice,
Z = 2, r = √3a/4
Hope this helped you.
Keep asking...
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