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Reading Time: 6 min
Last Updated: January 29, 2026
Main Ideas: 5
Reading Time: 6 min
Last Updated: January 29, 2026
Main Ideas: 5

Topic 2.3 Notes – Structure of Ionic Solids

Verified for 2027 AP® Chemistry Exam
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You’re connecting electrostatic forces (Coulomb’s law) to a 3‑D crystal lattice and then using that to explain properties like melting point, brittleness, and conductivity. Everything traces back to charge and distance.

1. What an Ionic Solid Is

An ionic solid is a giant 3‑D network of cations (+) and anions (−) held together by electrostatic attraction.

  • Forms when electrons are transferred, usually metal → nonmetal.
    • Metal loses electrons → cation
    • Nonmetal gains electrons → anion
  • The solid is not made of molecules.
  • A formula like CaClX2\ce{CaCl2} shows the lowest whole-number ratio of ions in the lattice, not a single “unit” floating around.

Think of it as a repeating pattern that extends in all directions.

The structure must follow one rule: opposite charges attract, like charges repel. That idea becomes precise with Coulomb’s law.

2. Coulomb’s Law and Electrostatic Forces

You don’t need the full equation memorized, but you need the relationships:

Force∝(charge1)(charge2)distance2 \text{Force} \propto \frac{(\text{charge}_{1})(\text{charge}_{2})}{\text{distance}^{2}}

Two factors control attraction strength.

Magnitude of Charge

  • Larger charges → stronger attraction
    • MgX2+\ce{Mg^{2+}} and OX2−\ce{O^{2-}} attract more strongly than NaX+\ce{Na^{+}} and ClX−\ce{Cl^{-}}.
  • Stronger attraction → stronger lattice → higher melting point and larger lattice energy.

If charges differ, that usually dominates the comparison.

Distance Between Ion Centers

  • Smaller ions → nuclei closer → stronger attraction.
  • Larger ions → nuclei farther apart → weaker attraction.

Quick trend reminders:

  • Cations are smaller than their neutral atoms.
  • Anions are larger than their neutral atoms.
  • Going down a group increases ionic radius.

So the rule you’ll use constantly:

Higher charge and smaller size = stronger electrostatic attraction.

That principle determines how ions arrange themselves in the solid.

3. The Crystal Lattice Structure

In a solid, ions form a systematic, repeating 3‑D array called a crystal lattice.

  • Each cation is surrounded by anions.
  • Each anion is surrounded by cations.
  • The pattern repeats throughout the crystal.

Here is a common example, the sodium chloride lattice.

Study guide illustration

Sodium chloride crystal lattice

Focus on the 3‑D cubic structure on the left. Notice how the NaX+\ce{Na+} and ClX−\ce{Cl-} ions alternate in all directions, creating a repeating three‑dimensional pattern.

The arrangement does two things at once:

  • Maximizes attractions between opposite charges.
  • Minimizes repulsions between like charges.

You do not need to memorize specific lattice types for AP. What matters is explaining why the arrangement looks the way it does using Coulomb’s law.

Size Considerations

Often, smaller cations fit into spaces between larger anions. That allows ions to get closer together, which increases attraction. If you’re asked to justify spacing in a diagram, talk about ionic radii and distance between nuclei.

4. Representing Ionic Solids with Particulate Models

On FRQs, you might have to draw or evaluate a particle diagram.

A correct diagram shows:

  • Alternating + and − ions.
  • A repeating pattern (often shown as a 2‑D slice).
  • Correct ratio matching the formula.
  • Relative sizes consistent with trends.

For example, AlX2OX3\ce{Al2O3} must show a 2:3 ratio of AlX3+\ce{Al^{3+}} to OX2−\ce{O^{2-}}.

What you should never draw:

  • Separate “molecules” like little NaCl\ce{NaCl} pairs.
  • Shared electron pairs.
  • Random placement of ions.

When justifying your diagram, explicitly say the arrangement maximizes attractive forces and minimizes repulsive forces according to Coulomb’s law. That phrasing earns points.

5. Lattice Energy and Properties of Ionic Solids

Lattice Energy

Lattice energy is the energy released when gaseous ions form a solid.

Same two factors control it:

  • Higher ionic charges → larger lattice energy.
  • Smaller ionic radii → larger lattice energy.

If comparing SrO\ce{SrO} and NaF\ce{NaF}, the +2/−2 charges in SrO\ce{SrO} make its lattice energy larger, even if sizes differ.

Higher lattice energy means stronger attractions in the solid.

Physical Properties Explained

All key properties come from strong electrostatic forces.

  • High melting point
    Large energy needed to separate ions.
  • Hard and brittle
    If layers shift, like charges line up. Strong repulsion causes the crystal to crack.
  • Electrical conductivity
StateConductivityWhy
SolidPoorIons fixed in place
MoltenGoodIons free to move
AqueousGoodDissolved ions mobile in solution

On tests, they often describe a substance that conducts when melted but not as a solid. That’s a classic ionic solid clue.

Key Takeaways

Ionic solids are continuous 3‑D lattices, not collections of molecules.
The formula shows the lowest whole-number ratio of ions, not a discrete unit.
Coulomb’s law means attraction increases with larger charges and smaller ion size.
Higher lattice energy corresponds to stronger attractions and higher melting point.
Solid ionic compounds do not conduct because ions are fixed in position.
In particulate diagrams, always show alternating charges and a repeating pattern that maximizes attraction and minimizes repulsion.

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Notes

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