Explanation
A cubic crystal possesses a total of $$23$$ elements of symmetry.
Plane of symmetry $$= (3 + 6) = 9$$
Axes of symmetry $$=(3 + 4 + 6) = 13$$
Centre of symmetry $$= 1$$
The space occupied in sc, bcc and fcc structures are $$52\%$$, $$68\%$$ and $$74\%$$ respectively.
The diamond lattice consists of a face-centred cubic Bravais point lattice which contains two identical atoms per lattice point.
The distance between the two atoms equals one-quarter of the body diagonal of the cube. The diamond lattice represents the crystal structure of diamond, germanium and silicon.
The diamond lattice contains also 4 lattice point per unit cell but contains 8 atoms per unit cell tetrahedrally bonded atoms in each primitive cell.
Lattice energy is defined as the energy released when 1 mol of an ionic solid is formed from its ions in the gaseous phase. From the following given compounds, the lattice energy is maximum for (compare the only magnitude)
Please disable the adBlock and continue. Thank you.