@@ -54,7 +54,7 @@ Brillouin zone is most easily given by the Wigner Seitz unit cell (see notes) by
??? hint "First small hint"
The $(hkl)$ plane intersects lattice at position vectors of \frac{\mathbf{a_1}}{h}, \frac{\mathbf{a_2}}{k}, \frac{\mathbf{a_1}}{l}. Can you define a general vector inside the $(hkl)$ plane?
The $(hkl)$ plane intersects lattice at position vectors of $\frac{\mathbf{a_1}}{h}, \frac{\mathbf{a_2}}{k}, \frac{\mathbf{a_1}}{l}$. Can you define a general vector inside the $(hkl)$ plane?