CATEGORYMetal materialDistance between atoms in body-centered cubic lattice
Compared to austenite, the gap between ferrite atoms is narrower.
* For details, see the Youtube video ↓
https://www.youtube.com/watch?v=u6Izix4uVZU
Let's calculate the size of the gap between the atoms of ferrite, which is a body-centered cubic lattice.
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Cut out the body-centered cubic lattice on the orange side.
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* A ... Length of one side of body-centered cubic lattice r ... Atomic radius
From the figure
4r = √3a
Because the atomic radius of iron is 126pm
√3a = 4 × 126
A = 290.984pm
The
The short gap x and the long gap y are ...
x = a-2r
= 38.934pm
y = √2a-2r
= 174.409pm
Since the atomic radius of carbon is 70pm, it cannot enter the gap of x.
Ferrite cannot dissolve carbon in solid solution because the gaps between atoms are narrow.
I will calculate the gaps between the atoms of austenite, which is a face-centered cubic lattice, in the next article.