Represent an ionic solid with a particulate model that is consistent with Coulomb’s law and the properties of the constituent ions.
Cations and anions in an ionic crystal are arranged in a systematic, periodic three-dimensional array that maximizes attractions between oppositely charged ions while minimizing repulsions between like charges. That single sentence explains the whole topic.
The consequence at the particulate level is alternation: each cation is surrounded by anions and each anion by cations, in every direction. Draw it that way — a checkerboard, not clumps of like ions.
Three macroscopic properties follow directly:
Relative size also shapes the drawing. Cations are smaller than their parent atoms and anions are larger, so in a particulate diagram of NaCl the Cl⁻ ions should be drawn noticeably bigger than the Na⁺ ions.
Explain, at the particulate level, why solid MgCl₂ does not conduct electricity but molten MgCl₂ does.
In the solid, Mg²⁺ and Cl⁻ ions are held in fixed positions in the crystal lattice by strong Coulombic attractions. Electrical conduction requires charged particles that can move; the ions cannot translate, and the electrons are localized on the ions rather than delocalized, so there are no mobile charge carriers.
When the solid melts, enough energy has been supplied to overcome the lattice attractions. The ions are now free to move throughout the liquid. Applying a potential drives Mg²⁺ toward the negative electrode and Cl⁻ toward the positive electrode, so charge flows and the molten salt conducts.