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OxfordAQA A-Level Chemistry: Bonding (9620) – Revision Notes

Condensed OxfordAQA 9620 bonding notes, sections 3.1.3.1 to 3.1.3.7: ionic, covalent, metallic, shapes, polarity, intermolecular forces, plus a self-test.

Subject
Chemistry
Level
AS LEVEL
Topic
Bonding
Updated

Aligned to OxfordAQA A Level Chemistry (9620), Version 5.3 (first teaching 2019, first AS and A-level exams 2020). Official specification .

Syllabus page (what it covers and how it is assessed): OxfordAQA A Level Chemistry.

Syllabus points this page covers

9620 (AS Level)

  • 3.1.3.1 Ionic bonding
  • 3.1.3.2 Nature of covalent and dative covalent bonds
  • 3.1.3.3 Metallic bonding
  • 3.1.3.4 Bonding and physical properties
  • 3.1.3.5 Shapes of simple molecules and ions
  • 3.1.3.6 Bond polarity
  • 3.1.3.7 Forces between molecules

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These notes condense section 3.1.3 Bonding (3.1.3.1 to 3.1.3.7) of the OxfordAQA International AS and A-level Chemistry (9620) specification, Version 5.3, for International AS and A-level exams May/June 2020 onwards. All of the section is International AS content. Bonding sits in Unit 1 (Inorganic 1 and Physical 1), and the specification says Unit 2 questions may draw on bonding principles.

For full explanations use the study guides on ionic, covalent, metallic bonding and crystal types and on shapes, polarity and intermolecular forces. Then test yourself with the bonding practice questions, check the course hub and printable checklist, or take a free 10-minute diagnostic.

3.1.3.1 Ionic bonding

Ionic bonding is the electrostatic attraction holding oppositely charged ions together in a lattice. The attraction acts in all directions, not just between one pair.

Group 1 2 3 5 6 7
Simple ion 1+ 2+ 3+ 3− 2− 1−

Learn five compound ions: sulfate SO₄²⁻, carbonate CO₃²⁻, nitrate NO₃⁻, hydroxide OH⁻ and ammonium NH₄⁺.

Method for a formula

  1. Write both ions with charges.
  2. Find the smallest numbers of each that make total charge zero (cross the charge numbers, then cancel).
  3. Where a compound ion is needed more than once, enclose it in brackets and put the count after them. Never alter the formula inside the brackets.

Reminders: aluminium sulfate is Al₂(SO₄)₃ (two 3+ cancel three 2−); ammonium carbonate is (NH₄)₂CO₃; lithium oxide is Li₂O; magnesium nitride is Mg₃N₂.

3.1.3.2 Covalent and dative covalent bonds

  • Each single covalent bond is one shared pair of electrons, drawn as a line.
  • A multiple bond has more shared pairs: double = two pairs (four electrons), triple = three pairs (six electrons).
  • A co-ordinate (dative covalent) bond is a shared pair where both electrons come from one atom. Draw an arrow from the donor to the acceptor.

The donor needs a lone pair. The acceptor needs an empty orbital or a gap in its outer shell. Once formed, a dative bond cannot be told apart from the other covalent bonds in the species.

Species Donor Acceptor
NH₄⁺ from NH₃ N of NH₃ H⁺
H₃O⁺ from H₂O O of H₂O H⁺
H₃N→BF₃ N of NH₃ B of BF₃

3.1.3.3 Metallic bonding

In a metal, positive ions sit in a regular lattice among delocalised electrons that move freely. The bonding is the attraction between the ions and those electrons. The attraction grows when the ions carry a bigger charge, each atom releases more electrons and the ions are smaller in size. This is why magnesium (2+, two electrons each) melts at a much higher temperature than sodium (1+, one electron each).

3.1.3.4 Bonding and physical properties

Type Example Particles Melting point Conducts?
Ionic Sodium chloride Ions High Not as a solid. Yes if molten or dissolved (ions move)
Metallic Magnesium Positive ions, delocalised electrons Generally high Yes, solid and liquid (electrons move)
Macromolecular Diamond Atoms, 4 bonds each Very high No (no free charge carriers)
Macromolecular Graphite Atoms, 3 bonds each, layers Very high Yes, along the layers (delocalised electrons)
Molecular Iodine, ice Small molecules Low No

Energy changes of state. Melting, boiling and sublimation need energy (endothermic) because particles are pulled apart against attraction. Freezing, condensing and deposition release energy (exothermic). Always name what is overcome:

  • ionic solid: ionic bonds between ions
  • metal: attraction between ions and delocalised electrons
  • giant covalent solid: covalent bonds between atoms
  • molecular solid: only the intermolecular forces. The covalent bonds inside each molecule stay intact.

Diagrams with specified numbers of particles. Sodium chloride, a layer of nine ions (alternating, five of one ion and four of the other):

Na+ Cl- Na+
Cl- Na+ Cl-
Na+ Cl- Na+

Magnesium, six ions with electrons between them:

 Mg2+  e-  Mg2+  e-  Mg2+
   e-  Mg2+  e-  Mg2+  e-

For iodine, draw separate I₂ molecules (each a line joining two atoms) in a regular pattern, and label the forces between them as weak. For ice, draw each H₂O molecule with its two hydrogen atoms and show dotted hydrogen bonds to the neighbours. For graphite, draw layers of hexagons with three bonds per carbon and weak forces between layers.

3.1.3.5 Shapes of simple molecules and ions

Rule. Bonding pairs and lone pairs are charge clouds that repel and sit as far apart as possible. Lone pair–lone pair > lone pair–bond pair > bond pair–bond pair in repulsion strength, so each lone pair squeezes the bond angles.

Method

  1. Central atom’s outer electrons, plus one per bonded monovalent atom, minus the charge (add for a negative ion).
  2. Divide by two for the total electron pairs.
  3. Subtract bonding pairs to find lone pairs.
  4. Name the shape from the table.
Example Shape Pairs around centre Angle
BeCl₂ Linear 2 bonding, 0 lone 180°
BF₃ Trigonal planar 3 bonding, 0 lone 120°
SO₂ Bent 2 bonding, 1 lone below 120°
NH₄⁺, SO₄²⁻ Tetrahedral 4 bonding, 0 lone 109.5°
NH₃ Pyramidal 3 bonding, 1 lone about 107°
H₂O Bent 2 bonding, 2 lone about 104.5°
PCl₅ Trigonal bipyramidal 5 bonding, 0 lone 90° and 120°
SF₄ See-saw 4 bonding, 1 lone below 90° and 120°
ClF₃ T-shaped 3 bonding, 2 lone below 90°
XeF₂ Linear 2 bonding, 3 lone 180°
SF₆ Octahedral 6 bonding, 0 lone 90°
BrF₅ Square pyramidal 5 bonding, 1 lone below 90°
ICl₄⁻, XeF₄ Square planar 4 bonding, 2 lone 90°

In trigonal bipyramids the lone pairs take the equatorial positions, where they have fewer close neighbours at 90°. With two lone pairs in an octahedral arrangement they sit opposite each other, 180° apart.

Worked reminder: ICl₄⁻ has 7 + 4 + 1 = 12 electrons, so 6 pairs, 4 bonding and 2 lone. The shape is square planar.

Four molecules each have four electron pairs. CH4 and NH4+ have four bonding pairs, are tetrahedral and have 109.5 degree angles. NH3 has three bonding pairs and one lone pair, is pyramidal and has a 107 degree angle. H2O has two bonding pairs and two lone pairs, is bent and has a 104.5 degree angle.
Each lone pair closes the bond angle by about 2.5 degrees because lone pairs repel more strongly than bonding pairs.
Six molecules with no lone pairs on the centre except XeF4. BeCl2 and CO2 are linear at 180 degrees, with each double bond counting as one region. BCl3 is trigonal planar at 120 degrees. SF6 is octahedral at 90 degrees. PCl5 (Edexcel) is trigonal bipyramidal with 90 and 120 degree angles. XeF4 (OCR) is square planar with two lone pairs above and below the plane.
The number of bonding regions fixes the shape: linear 180, trigonal planar 120, octahedral 90, plus the board-specific PCl5 and XeF4.

3.1.3.6 Bond polarity

Electronegativity is how strongly an atom pulls the shared pair of a covalent bond towards itself. If the two atoms differ, the electron density is unsymmetrical and the bond is polar. Mark the more electronegative atom δ− and the other δ+, for example P^δ+–Cl^δ−.

A molecule has a permanent dipole only if the bond dipoles do not cancel. Polar bonds that are identical and arranged symmetrically cancel, so the molecule has no overall dipole.

Molecule Shape Polar bonds? Permanent dipole?
SO₃ Trigonal planar Yes No (cancel)
SF₆ Octahedral Yes No (cancel)
PCl₃ Pyramidal Yes Yes
CH₂Cl₂ Tetrahedral, unlike atoms Yes Yes (do not cancel)
Bond dipole arrows point to the more electronegative atom. In linear CO2 and tetrahedral CCl4 the dipoles cancel, so the molecules are non-polar. In bent H2O and tetrahedral SiH3Cl they do not cancel, so the molecules are polar.
A molecule with polar bonds is polar overall only if the bond dipoles do not cancel.

3.1.3.7 Forces between molecules

Force Where it acts Cause
Induced dipole–dipole (van der Waals, dispersion, London) Between all molecules Electron movement creates a temporary dipole that induces one in a neighbour
Permanent dipole–dipole Between polar molecules Attraction of δ+ to δ−
Hydrogen bonding H on N, O or F, attracted to a lone pair on N, O or F of another molecule Very polar X–H plus a lone pair

Induced forces grow with more electrons and a larger surface area of contact. For example, straight-chain pentane (about 36 °C) boils higher than its branched isomer 2,2-dimethylpropane (about 10 °C) because the chain touches neighbours along more of its length.

Hydrogen bonding explains:

  • anomalous boiling points: water, ammonia and hydrogen fluoride boil higher than the trend from their Group neighbours predicts
  • low density of ice: each molecule is held by four hydrogen bonds in an open lattice, so the molecules sit further apart than in liquid water.

Melting and boiling points of molecular substances depend on the strength of these forces, not on covalent bond strength.

Quick self-test

  1. Write the formula of potassium carbonate.
  2. What charge does a Group 5 element’s simple ion carry?
  3. How many electrons are shared in the C≡C bond of ethyne?
  4. In H₃N→BF₃, which atom supplies both electrons in the arrow bond?
  5. State the shape of, and bond angle in, the sulfate ion SO₄²⁻.
  6. Give the shape of SF₄ and say how many lone pairs it has.
  7. Explain why solid magnesium conducts electricity.
  8. What is overcome when solid iodine sublimes?
  9. CH₂Cl₂ has a permanent dipole but CCl₄ does not. Explain why.
  10. Chlorine boils at about −34 °C and bromine at about 59 °C. Explain the difference.

Answers

  1. K₂CO₃.
  2. 3−.
  3. Six (three shared pairs).
  4. The nitrogen of NH₃, using its lone pair.
  5. Tetrahedral, 109.5° (four bonding pairs, no lone pairs).
  6. See-saw, one lone pair (6 + 4 = 10 electrons, 5 pairs, 4 bonding).
  7. Delocalised electrons are free to move through the lattice and carry charge.
  8. The weak induced dipole–dipole forces between I₂ molecules. The I–I covalent bonds stay.
  9. In CH₂Cl₂ the two polar C–Cl bonds are not balanced by two C–H bonds of different polarity, so the dipoles do not cancel. In CCl₄ four identical polar bonds point symmetrically and cancel.
  10. Bromine molecules have more electrons, so the induced dipole–dipole forces are stronger and need more energy to overcome.
Three panels from weakest to strongest. London forces: two electron clouds each shifted so one side is slightly negative and the other slightly positive, attracting across the gap. Permanent dipole-dipole: HCl molecules aligned so the hydrogen end of one attracts the chlorine end of the next. Hydrogen bond: H on oxygen attracted to a lone pair on a neighbouring oxygen, with O-H...O close to 180 degrees.
London forces act between all molecules, dipole-dipole forces need a permanent dipole, and hydrogen bonds need H on N, O or F plus a lone pair.
A graph shows boiling points of Group 16 hydrides in kelvin: H2O 373, H2S 213, H2Se 232 and H2Te 271. A dashed London-forces-only trend would put water near 181 K, so water boils 160 K above H2S because hydrogen bonds must also be broken. Below, ice is a sketch of an open ring lattice at 0.917 g per cm3 and liquid water has molecules closer together at 1.00 g per cm3, so ice floats.
Hydrogen bonding raises the boiling point of water far above the London-force trend and holds ice in an open, less dense lattice.

Where marks are usually lost

  • Writing “bonds” when the question is about a molecular substance: the answer needs intermolecular forces.
  • Saying ionic compounds “conduct when dissolved” without saying that the ions are free to move.
  • Drawing an arrow for a dative bond the wrong way round, or a line instead of an arrow.
  • Forgetting the extra electron for a negative ion when counting pairs.
  • Giving a bond angle without saying the lone pairs cause the reduction.
  • Calling a molecule non-polar because it has non-polar bonds, rather than because the dipoles cancel.
  • Writing “hydrogen bonds” for any molecule containing hydrogen, without the N, O or F link.
  • Saying graphite conducts without adding that the delocalised electrons move along the layers.

Frequently asked questions

What is a co-ordinate (dative covalent) bond? A co-ordinate bond is a shared pair of electrons in which both electrons come from one atom. The donor needs a lone pair and the acceptor needs an empty orbital; draw it as an arrow from the donor to the acceptor.

Why is ice less dense than liquid water? In ice, each water molecule is held by four hydrogen bonds in an open lattice, so the molecules sit further apart than in liquid water.

Why does pentane boil higher than 2,2-dimethylpropane? Both have the same number of electrons, but straight-chain pentane has a larger surface area of contact with its neighbours, so its induced dipole–dipole forces are stronger than those of the branched isomer.

What is broken when a molecular substance melts or boils? Only the intermolecular forces between molecules are overcome; the covalent bonds inside each molecule stay intact. Writing “bonds break” for a molecular substance is a common way to lose marks.

Official syllabus

OxfordAQA, International AS and A-level Chemistry (9620) specification, Version 5.3, for International AS and A-level exams May/June 2020 onwards, section 3.1.3 Bonding (3.1.3.1 to 3.1.3.7), published by OxfordAQA.

A sodium chloride lattice layer shows alternating small Na+ and larger Cl- ions in rows and columns, 15 of each. A ringed Na+ touches four Cl- in the layer plus one above and one below. Every ion attracts oppositely charged neighbours in all directions, so there are no separate molecules.
In an ionic lattice each Na+ is held by six Cl- neighbours, with strong attraction acting in every direction.
Ions of KF and CaO are drawn to scale. K+ and F- have single charges and centres 271 pm apart, giving an indicator of 0.0037 and a melting point of 858 C. Ca2+ and O2- have double charges and centres 240 pm apart, giving 0.0167, about 4.5 times larger, and a melting point of 2613 C.
Higher ionic charges and smaller ions give stronger ionic bonding: CaO has an indicator 4.5 times larger than KF and melts 1755 C higher (Edexcel).
Ammonia has a lone pair on nitrogen and BCl3 has a gap on boron because it has only six outer electrons. The lone pair moves into the gap, giving H3N to BCl3 in which both shared electrons come from nitrogen. Ammonia also donates its lone pair to H+ to form NH4+, whose four N-H bonds are identical.
In a dative covalent bond both shared electrons come from one atom, shown as an arrow from donor to acceptor (H3N to BCl3, NH4+).
Four panels show the four crystal types. Ionic (sodium chloride) is a lattice of ions and melting overcomes attractions between ions. Metallic (magnesium) is positive ions in a sea of electrons. Giant covalent (diamond) is a network of carbon atoms, and melting breaks covalent bonds. Molecular (iodine, ice) has only weak forces between molecules to overcome, so the melting point is low.
The type of structure decides what has to be overcome on melting: ions, ion-electron attraction, covalent bonds or only weak forces between molecules.

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