How metals and non-metals swap electrons to make charged ions, how those ions lock into a giant lattice, and how to build any ionic formula.
This is the Higher Level lesson. The core S2.1.1–S2.1.3 (ions, bonding, lattice, properties) is shared with SL; the HL-only content — lattice enthalpy — carries a purple HL badge.
When a metal reacts with a non-metal, electrons transfer from the metal to the non-metal. The metal becomes a positive cation, the non-metal a negative anion — both reaching a full, stable outer shell. Predict the charge from the group: Group 1 → 1+, Group 2 → 2+, Group 13 → 3+; Group 15 → 3−, Group 16 → 2−, Group 17 → 1−.
An ionic compound is neutral overall, so the positive and negative charges must cancel. Pick a cation and an anion — the builder balances the charges for you (and adds brackets around polyatomic ions when there's more than one).
Ionic compounds don't exist as molecules — they form a giant 3D lattice of alternating cations and anions, held by strong electrostatic attractions in all directions. We write them with the empirical formula (the simplest ratio). Click a property to see how the lattice explains it.
Lattice enthalpy is a measure of the strength of ionic bonding — the energy change when one mole of a solid ionic lattice forms from its gaseous ions. The bigger the value, the stronger the lattice. It follows straight from Coulomb's law, so it depends on two things: the ionic charges (bigger charges → much stronger attraction) and the ionic radii (smaller ions get closer → stronger attraction). Compare the two effects:
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