What is the coordination number of a face-centered cubic (FCC) lattice?

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Multiple Choice

What is the coordination number of a face-centered cubic (FCC) lattice?

Explanation:
Coordination number is how many nearest-neighbor atoms surround a given atom. In a face-centered cubic arrangement, atoms are packed so that each atom makes contact with twelve others. This comes from the geometry around a lattice point: the closest contacts occur along the face diagonals of the cube, placing twelve neighboring atoms at the touching distance in a cuboctahedral arrangement. That close-packed, highly connected shell yields 12 nearest neighbors. This is larger than in simpler packings like simple cubic or body-centered cubic, where there are fewer touching neighbors. So the coordination number for FCC is twelve.

Coordination number is how many nearest-neighbor atoms surround a given atom. In a face-centered cubic arrangement, atoms are packed so that each atom makes contact with twelve others. This comes from the geometry around a lattice point: the closest contacts occur along the face diagonals of the cube, placing twelve neighboring atoms at the touching distance in a cuboctahedral arrangement. That close-packed, highly connected shell yields 12 nearest neighbors. This is larger than in simpler packings like simple cubic or body-centered cubic, where there are fewer touching neighbors. So the coordination number for FCC is twelve.

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