3.2 Ionic bonding

Syllabus
9701–2028–2029
Topic
3.2
Level
AS

An ionic bond is attraction between oppositely charged ions

Ionic bonding is the electrostatic attraction between oppositely charged ions: positively charged cations and negatively charged anions.

Electrostatic means the attraction is caused by charge. In an ionic solid, each ion is attracted to surrounding ions of opposite charge throughout a repeating lattice; the bond is not confined to one isolated ion pair.

A cation carries positive charge and an anion carries negative charge. The ionic compound as a whole is neutral because the total positive and negative charges balance.

Electron transfer forms the ions; the resulting electrostatic attraction is the ionic bond. Do not define ionic bonding merely as electron transfer or describe an ionic solid as a collection of discrete molecules.

Electron transfer produces the ions in NaCl, MgO and CaF₂

A metal atom loses outer-shell electrons to form a cation, while a non-metal atom gains those electrons to form an anion. The ions combine in the smallest ratio that balances total charge, and electrostatic attraction between them extends through the ionic lattice.

Compound Electron transfer Ions and ratio Formula
sodium chloride Na loses 1 e⁻; Cl gains 1 e⁻ Na⁺ : Cl⁻ = 1 : 1 NaCl
magnesium oxide Mg loses 2 e⁻; O gains 2 e⁻ Mg²⁺ : O²⁻ = 1 : 1 MgO
calcium fluoride Ca loses 2 e⁻; each of two F atoms gains 1 e⁻ Ca²⁺ : F⁻ = 1 : 2 CaF₂

NaNa++eCl+eCl\mathrm{Na\longrightarrow Na^+ + e^-\qquad Cl+e^-\longrightarrow Cl^-}

CaCa2++2e2F+2e2F\mathrm{Ca\longrightarrow Ca^{2+}+2e^-\qquad 2F+2e^-\longrightarrow2F^-}

For every example, verify two things separately: electrons lost equal electrons gained, and ionic charges sum to zero in the formula unit. Subscripts count the ion ratio; they do not alter an individual ion's charge.

The formula represents the simplest ion ratio in a giant lattice, not a molecule. Detailed dot-and-cross drawing conventions belong to syllabus section 3.7, so this card keeps the electron accounting symbolic.