(f) Ionic bonding
- Syllabus
- 2024
- Topic
- —
- Level
- —
An ion is a charged particle formed when an atom, or a group of atoms, loses or gains electrons. The nucleus does not change during ion formation, so the number of protons stays fixed.
| Electron change | Result | Example |
|---|---|---|
| loses electron(s) | more protons than electrons → positive ion | MgMgX2++2eX− |
| gains electron(s) | more electrons than protons → negative ion | Cl+eX−ClX− |
In calcium chloride, one calcium atom loses two outer electrons and two chlorine atoms each gain one. This forms CaX2+ and two ClX− ions, each with a full outer shell.
Electron loss makes a positive ion; electron gain makes a negative ion. The charge records the electron imbalance, not the number of electrons transferred as a written coefficient.
For main-group ions in this specification, metals in Groups 1, 2 and 3 form 1+, 2+ and 3+ ions; non-metals in Groups 5, 6 and 7 form 3−, 2− and 1− ions.
| Positive ions | Negative ions |
|---|---|
| AgX+, CuX2+, FeX2+, FeX3+, PbX2+, ZnX2+ | OHX− hydroxide, COX3X2− carbonate |
| HX+ hydrogen, NHX4X+ ammonium | NOX3X− nitrate, SOX4X2− sulfate |
Read a Roman numeral as the positive charge on a variable-charge metal ion: iron(II) is FeX2+ and iron(III) is FeX3+. Keep a polyatomic ion together as one charged unit.
A superscript is charge; a subscript is the number of ions or atoms in a formula. Do not infer that every transition metal has one fixed charge.
An ionic compound is electrically neutral. Choose the smallest whole-number ratio of positive and negative ions whose total charge is zero, then write the positive ion first.
| Ions | Charge balance | Formula |
|---|---|---|
| FeX3+, ClX− | +3+3(−1)=0 | FeClX3 |
| MgX2+, NOX3X− | +2+2(−1)=0 | Mg(NOX3)X2 |
| AlX3+, SOX4X2− | 2(+3)+3(−2)=0 | AlX2(SOX4)X3 |
Write both ion charges, find the lowest common total charge, and convert that into ion counts. Use brackets when more than one polyatomic ion is required; omit a subscript 1.
Do not carry ionic charges into the final neutral formula or change the atoms inside a polyatomic ion. Cross-over can be a shortcut, but the final ratio must be simplified and checked for zero total charge.
A dot-and-cross diagram shows outer-electron transfer from metal atoms in Groups 1–3 to non-metal atoms in Groups 5–7. Dots and crosses identify the electrons' origins; they do not represent different kinds of electron.
| Required feature | What to show |
|---|---|
| Ion ratio | the number of ions required by the compound formula |
| Outer shells | a full outer shell on every product ion; only outer electrons are required |
| Transferred electrons | a different symbol for electron(s) received from the metal |
| Ion notation | each ion in brackets with its charge outside |
For NaX2O, draw two [Na]+ ions and one [O]2− ion. The oxide outer shell has eight electrons: six originally from oxygen and one transferred from each sodium atom.
Show separate ions, not shared electron pairs or a joined molecule. The total charges and the number of transferred electrons must agree with the formula; inner shells may be omitted because the syllabus requires only outer electrons.
An ionic bond is the strong electrostatic force of attraction between oppositely charged ions.
Electron transfer forms the positive and negative ions; the attraction between their opposite charges is the bond. In an ionic solid, each ion is attracted to oppositely charged neighbours throughout the lattice.
| Stage | Correct description |
|---|---|
| Ion formation | electrons are lost by one atom and gained by another |
| Ionic bonding | oppositely charged ions attract electrostatically |
Ionic bonding is not the transfer of electrons itself, and it is not attraction between neutral atoms or molecules. Name both electrostatic attraction and opposite ionic charges.
An ionic compound has a giant ionic lattice: a regular three-dimensional arrangement of positive and negative ions, not separate molecules.
Strong electrostatic attractions act between oppositely charged ions throughout the lattice. A large amount of thermal energy is needed to overcome enough of these attractions for the ions to move apart, so melting and boiling points are high.
| Structure | Bonding | Energy consequence | Property |
|---|---|---|---|
| giant ionic lattice | strong electrostatic attractions between opposite ions | much energy needed to overcome attractions | high melting and boiling points |
Do not refer to intermolecular forces or ionic molecules. Heating does not need to break ions themselves; it overcomes attractions between ions.
Electrical conduction requires charged particles that can move through the substance. Ionic compounds contain charged ions, but their mobility depends on physical state.
| State | Can ions move? | Conducts? |
|---|---|---|
| solid | no; ions are fixed in lattice positions | no |
| molten | yes; ions are free to move after the lattice breaks down | yes |
| aqueous solution | yes; separated ions are free to move through water | yes |
In molten or aqueous ionic compounds, positive and negative ions move in opposite directions and carry charge through the liquid. Melting or dissolving changes mobility; it does not create electrons that conduct.
Ionic solids fail to conduct because their ions cannot move, not because they lack charged particles. This objective concerns ionic compounds; conductivity of metals and covalent substances has different particle explanations.