← Unit 1: Chemical fundamentals (structure, properties and reactions)
Topic 2: Properties and structure of materials
Describe metallic bonding as the electrostatic attraction between a lattice of metal cations and a sea of delocalised valence electrons, and explain the characteristic properties of metals (electrical and thermal conductivity, malleability, ductility, lustre, variable melting point) in terms of this model
A focused answer to the QCE Chemistry Unit 1 dot point on metallic bonding. Describes the cation-and-delocalised-electron model, then explains the characteristic properties of metals (electrical and thermal conductivity, malleability, ductility, lustre, variable melting point) in terms of mobile electrons and the way the lattice deforms under stress.
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What this dot point is asking
QCAA wants you to describe the structure of a metal at the atomic level (cation cores plus delocalised electron sea), explain the characteristic properties of metals in terms of that model, and account for differences in melting point and hardness between specific metals (Group 1 versus Group 2, or transition metals versus alkali metals) using charge density and electron count.
The answer
A metal consists of a regular three-dimensional lattice of positive metal ion cores embedded in a sea of delocalised valence electrons. The electrostatic attraction between the cations and the shared electrons is the metallic bond. Because the bonding is non-directional and the electrons are mobile, metals show a distinctive set of physical properties.
The cation-and-electron-sea model
Each metal atom donates its valence electrons to a shared pool. What remains is a cation core (the nucleus plus inner-shell electrons). The cores arrange in a regular close-packed lattice. The valence electrons are not localised to any one bond or atom; they roam throughout the lattice, free to move under an applied field.
Key points:
- The cations are held in fixed positions in the lattice.
- The electrons are delocalised: free to move in any direction.
- The bond is the electrostatic attraction between the cation lattice and the electron sea. It is non-directional, unlike a covalent bond.
Strength of the metallic bond
Two factors govern the strength of the attraction:
- Charge on the cation. Higher charge (Mg^2+, Al^3+) gives stronger attraction to the electron sea than +1 (Na+, K+).
- Number of valence electrons donated. More electrons per atom means a denser electron sea, increasing the attraction. Mg donates 2 electrons per atom; Na donates 1.
A third factor, cation size, plays a smaller role: smaller cations sit closer to the electron sea and bond more strongly. So Na (large +1 cation, 1 valence electron) is soft and low-melting; Mg (smaller +2 cation, 2 valence electrons) is harder and higher-melting; transition metals (variable cations with d-electrons contributing to the sea) tend to be the hardest and highest-melting.
| Metal | Cation | Valence electrons donated | Melting point (degrees C) |
|---|---|---|---|
| Na | +1 | 1 | 98 |
| Mg | +2 | 2 | 650 |
| Al | +3 | 3 | 660 |
| Fe | typically +2 or +3 (d-band contributes) | up to 8 | 1538 |
| W | high | many | 3422 |
Transition metals can also use partially filled d-orbitals to contribute to the bonding, which is why they tend to be the hardest and highest-melting metals.
Properties from the model
Electrical conductivity. The delocalised electrons move freely under an applied potential difference, carrying current through the metal. Conductivity is high in both the solid and molten states, because the electron sea persists. (This contrasts with ionic compounds, which conduct only when molten or dissolved.)
Thermal conductivity. Delocalised electrons also transport kinetic energy: a hot region of the lattice transfers energy to the electrons, which carry it rapidly to cooler regions. Metals therefore conduct heat as well as charge.
Malleability and ductility. Under stress, planes of cations can slide over one another. The non-directional electron sea immediately readjusts to maintain bonding between the cations in their new positions. So a metal can be hammered into thin sheets (malleable) or drawn into wires (ductile) without fracturing. This is the key contrast with ionic solids: a similar shift in NaCl puts like charges adjacent and the lattice shatters.
Lustre. The delocalised electrons absorb and re-emit photons across a broad range of visible wavelengths, giving a freshly cut metal surface its characteristic shiny appearance.
High density. Cation cores pack closely in characteristic structures (face-centred cubic, body-centred cubic, hexagonal close-packed), so most metals are dense compared with molecular solids.
Variable melting point. As shown in the table above, melting points vary by orders of magnitude depending on charge, electron count and ion size.
Insolubility in water (typically). Metals do not dissolve in water in the same sense as ionic compounds (the electron sea is not solvable). Some metals react with water (Group 1 vigorously; Group 2 modestly), but this is reaction, not dissolution.
Alloys (brief)
An alloy is a mixture of two or more elements, at least one of which is a metal, in which the components are not chemically bonded but share the same lattice. Substitutional alloys (similar-sized atoms swap into the lattice; e.g. brass = Cu + Zn) and interstitial alloys (smaller atoms fill gaps; e.g. steel = Fe + C) usually have modified properties (harder, less ductile) than the pure metal. Mentioning alloys is not strictly required for this dot point but is examined in IA contexts where materials are compared.
Contrast with ionic and covalent bonding
| Property | Ionic | Covalent network | Covalent molecular | Metallic |
|---|---|---|---|---|
| Particles | Cations and anions | Atoms covalently bonded throughout | Discrete molecules | Cations and delocalised electrons |
| Bonding | Electrostatic, directional | Covalent, directional | Weak intermolecular | Electrostatic, non-directional |
| Electrical conductivity | Solid no, molten/aqueous yes | No (except graphite) | No | Yes (solid and molten) |
| Malleability | Brittle | Hard, brittle | Soft | Malleable, ductile |
| Melting point | High | Very high | Low to moderate | Variable |
The four-category comparison is a standard QCAA EA Paper 1 short response.
Common traps
Saying metals conduct because they contain ions. They contain cations, not free ions in motion. Conductivity is carried by the delocalised electrons, not by the cations.
Calling metallic bonding "weak". It is comparable in strength to ionic bonding for many metals; transition metals exceed most ionic compounds in melting point.
Confusing "delocalised" with "loose". Delocalised does not mean weakly held; it means not localised between two specific atoms. The electron sea is held tightly to the lattice overall.
Missing the contrast with ionic brittleness. The malleability of metals and brittleness of ionic compounds share the same diagnostic test (apply a stress, observe the response) but for opposite reasons. State the non-directionality of the metallic bond explicitly.
Treating melting point as set by cation charge alone. Cation size and number of contributed electrons also matter. Quote at least two factors when comparing.
In one sentence
A metal is a 3D lattice of positive cation cores held together by the electrostatic attraction of a sea of delocalised valence electrons, and this non-directional bonding with mobile electrons accounts for electrical and thermal conductivity (free electrons), malleability and ductility (lattice can shift without breaking), lustre, and the wide variation in melting point (set by cation charge, size and number of electrons contributed).
Past exam questions, worked
Real questions from past QCAA papers on this dot point, with our answer explainer.
2024 QCAA-style4 marks(a) Use a labelled diagram to describe the structure of solid copper. (b) Explain, in terms of the structure, why copper is a good electrical conductor and why it is malleable. (c) Explain why the melting point of magnesium (650 degrees C) is significantly higher than that of sodium (98 degrees C).Show worked answer →
A 4-mark answer needs the structure, two property explanations, and the melting point comparison.
(a) Structure. Solid copper consists of a regular 3D lattice of Cu+ ions (the cation cores after each Cu atom has donated its valence electrons) surrounded by a sea of delocalised valence electrons. The delocalised electrons are not bound to any particular ion; they move freely throughout the lattice. The electrostatic attraction between the cation cores and the electron sea is the metallic bond.
(b) Conductivity and malleability. Electrical conductivity: the delocalised electrons are charge carriers that move under an applied potential difference, carrying current through the metal. Malleability: under stress, layers of cations can slide over one another without breaking the bonding, because the electron sea is non-directional and continues to bind the displaced cations to their new neighbours.
(c) Melting point comparison. Mg^2+ donates two valence electrons per atom; Na+ donates one. Magnesium's electron sea is therefore denser and the cation charge is higher, so the electrostatic attraction between cations and electron sea is stronger. The smaller ionic radius of Mg^2+ further increases the attraction. More energy is required to break the lattice; melting point is higher.
Markers reward a labelled diagram showing cations and delocalised electrons, explicit reference to free-moving electrons (conductivity) and non-directional bonding (malleability), and the charge-and-radius reasoning for the melting point comparison.
2023 QCAA-style2 marksCompare the malleability of solid copper with the brittleness of solid sodium chloride. Explain the difference in terms of bonding.Show worked answer →
A 2-mark answer needs both behaviours and the bonding difference.
In copper, the cation lattice is held together by a sea of delocalised electrons. When a force is applied, one plane of cations can shift over another; the delocalised electrons immediately readjust to maintain the bonding. The metal deforms without fracturing: it is malleable.
In sodium chloride, the lattice consists of alternating Na+ and Cl- ions held by directional ionic bonds. When a force is applied that shifts one plane of ions by one position, ions of like charge come into contact (Na+ next to Na+, Cl- next to Cl-). The resulting electrostatic repulsion shatters the crystal along that plane: it is brittle.
The difference comes down to whether the bonding is non-directional (metallic, electron sea adjusts) or directional via fixed-position opposite charges (ionic, like charges repel after a shift).
Markers reward the electron-sea-adjusts argument for metals and the like-charge-repulsion argument for ionic solids.
Related dot points
- Describe ionic bonding as the electrostatic attraction between oppositely charged ions in a regular three-dimensional lattice, predict the formula of binary ionic compounds, and relate physical properties (melting point, electrical conductivity, brittleness, solubility) to lattice structure
A focused answer to the QCE Chemistry Unit 1 dot point on ionic bonding. Explains how electron transfer forms cations and anions held in a 3D lattice by electrostatic attraction, predicts formulae for binary ionic compounds, and links lattice structure to the high melting point, brittleness, conductivity only when molten or dissolved, and variable solubility of ionic substances.
- Describe covalent bonding as the sharing of electron pairs between non-metal atoms, draw Lewis structures for simple molecules and polyatomic ions, predict molecular shape using VSEPR theory, and determine bond polarity and overall molecular polarity from electronegativity differences and geometry
A focused answer to the QCE Chemistry Unit 1 dot point on covalent bonding. Walks through drawing Lewis structures for molecules and polyatomic ions, predicts shapes (linear, bent, trigonal planar, trigonal pyramidal, tetrahedral) using VSEPR theory, and determines bond and overall molecular polarity from electronegativity differences and the symmetry of the structure.
- Identify the three classes of intermolecular force (dispersion forces, dipole-dipole forces, hydrogen bonding) and use them to explain the physical properties of covalent molecular substances (melting and boiling points, solubility, viscosity, surface tension)
A focused answer to the QCE Chemistry Unit 1 dot point on intermolecular forces. Distinguishes dispersion forces, dipole-dipole attractions, and hydrogen bonding by origin and relative strength, then uses them to explain melting and boiling points, solubility, viscosity and surface tension of covalent molecular substances.