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Byju's Answer
Standard XII
Chemistry
Relation Between r and a
The unit cell...
Question
The unit cell of nickel is an fcc lattice. The length its side is 0.352 nm. Calculate the atomic radius of nickel.
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Solution
For a FCC structure,
4
r
=
a
√
2
(along the surface diagonal)
a
=
0.352
n
m
r
=
a
√
2
4
=
0.352
√
2
4
=
0.12445
n
m
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Similar questions
Q.
The unit cell of nickel is a face-centered cube. The length of its side is
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. Calculate the atomic radius of nickel.
Q.
An element having an atomic radius of 0.14 nm crystallizes in an FCC unit cell. What is the length of a side of the cell in nm
(
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The face-centered unit cell of nickel has an edge length of
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Q.
The metal nickel crystallizes in a face centred cubic structure. Its density is
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. Calculate (a) the length of the edge of the unit cell and (b) the radius of the nickel atom (in angstrom).
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The crystal lattice of an element has fcc structure. If the radius of an atom of the element is 127.6 pm, calculate the edge length of the unit cell of the crystal.
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