A cubic crystal with a lattice parameter, a 0 4 7 angstrom has real space lattice vectors given by a1 a 0 i , a2 a 0 j , a3 a 0 k where i , j and k are the Cartesian unit vectors What are the reciprocal lattice vectors, b1,b2 and b3 in units of A1

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Question: A cubic crystal with a lattice parameter, a 0 = 4.7 angstrom has real space lattice vectors given by a1 = a 0 i ,

A cubic crystal with a lattice parameter, a₀ = 4.7 angstrom has real space lattice vectors given by a1 = a₀i, a2 = a₀j, a3 = a₀k where i,j and k are the Cartesian unit vectors. What are the reciprocal lattice vectors, b1,b2 and b3? in units of A1 .

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