Скачать или смотреть 2.1 Consider a plane hkl in a crystal lattice. (a) Prove that reciprocal lattice vector G=hb1+kb2+lb

0:00 Problem 1
0:04 Interplanar separation. Consider a plane hkl in a crystal lattice. (a) Prove that the reciprocal lattice vector G = hb, + kb2+ lb, is perpendicular to this plane. (b) Prove that the distance between two adjacent parallel planes of the lattice is d(hkl) = 2π/ G. (c) Show for a simple cubic lattice that d2 = a2/(h2 + k2 + l2).







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