Question
Show by a sketch that the bcc lattice can be represented by two interpenetrating sc lattices. To simplify the sketch, show a $\langle 100\rangle$ view of the lattice.
Step 1
First, we need to understand what a bcc (body-centered cubic) lattice is. A bcc lattice is a type of cubic lattice where there is an additional lattice point at the center of the cube, in addition to the lattice points at the corners of the cube. Show more…
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(a) Show that every edge of the Wigner-Seitz cell for the BCC lattice has the length $\sqrt{2} a / 4$, where $a$ is the lattice constant of the $B C C$ structure. (b) Show that the two diagonals on each face of the Wigner-Seitz cell for the FCC lattice are in the ratio $\sqrt{2}: 1$.
Sketch the atomic packing of the following: (a) The (100) plane for the FCC crystal structure (b) The (111) plane for the BCC crystal structure (similar to Figures $3.12 b$ and $3.13 b$ ).
Show that the reciprocal lattice for a simple cubic structure is also simple cubic.
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