IB CHEMISTRY • STRUCTURE: MODELS OF BONDING AND STRUCTURE

Apply Models to Materials — Apply Structure 2.4—From models to materials in problem-solving and explanations

Learn to choose the right bonding model and use it to explain and predict the properties of real materials.

Historical Context & Motivation

Chemists have always wanted to answer a simple-sounding question: why does one material behave so differently from another? Table salt is a brittle solid that melts at over 800 °C, copper wire bends and conducts electricity, and candle wax melts in your hand. To explain these differences, scientists developed models of bonding — simplified pictures of how atoms hold together. The goal of Structure 2.4 is to take those models and put them to work: to move from an abstract picture to a real, testable explanation of a material's properties.

No single model explains everything. Instead, chemists keep a toolkit of models — ionic, metallic, covalent molecular, and covalent network — and learn to select the one that fits the evidence. This section traces how that toolkit was built and why applying models correctly became a core scientific skill.

1858
Structural Bonding
Friedrich Kekulé and Archibald Couper proposed that atoms link through fixed valences, giving chemists the first structural picture of molecules.
1916
The Shared Electron Pair
Gilbert N. Lewis introduced the shared electron pair, explaining the covalent bond and laying the foundation for modern bonding models.
1919
Ionic Bonding Clarified
Walther Kossel explained ionic bonding as electron transfer between metals and nonmetals, complementing Lewis's covalent picture.
1939
The Nature of the Chemical Bond
Linus Pauling unified bonding ideas using electronegativity, showing that bond types form a continuum rather than rigid categories.

By the mid-twentieth century, chemists realized that the real skill was not memorizing which bond is which — it was reasoning from structure to property. That is exactly the gap this concept closes: given a material, how do you pick a model, and how do you use it to explain what you observe?

Core Principles & Definitions

Applying a model to a material rests on one central idea: structure determines properties. If you know how the particles are arranged and how strongly they are held, you can predict whether a substance conducts electricity, how high it melts, and whether it dissolves in water. Each of the four main bonding models makes different predictions, so choosing correctly matters.

1

Ionic Model

A lattice of oppositely charged ions held by strong electrostatic forces. Predicts high melting points, brittleness, and conductivity only when molten or dissolved.
2

Metallic Model

Positive ions in a sea of delocalized electrons. Predicts good electrical and thermal conductivity, malleability, and a range of melting points.
3

Covalent Molecular

Small molecules held internally by strong covalent bonds but attracted to each other by weak intermolecular forces. Predicts low melting points and poor conductivity.
4

Covalent Network

A giant lattice of atoms joined by continuous covalent bonds. Predicts very high melting points, hardness, and (usually) no conductivity.

To choose between models, chemists look at the types of elements involved (metal, nonmetal, or metalloid) and the difference in electronegativity between them. A large electronegativity difference points toward ionic bonding; a small difference between nonmetals points toward covalent bonding; two metals suggest metallic bonding.

KEY TAKEAWAY
Think of bonding models like apps on your phone. You wouldn't use a map app to send a text — you match the tool to the task. When you meet a new material, you match the bonding model to the clues it gives you, then let that model do the predicting.

Visualizing the Four Models

The clearest way to see why materials differ is to draw the particles. The diagram below places the four bonding models side by side so you can compare how the particles are arranged and what holds them together.

The four models differ in what the particles are and what holds them together. Notice that in covalent molecular substances the bonds inside a molecule are strong, but the forces between molecules (dashed line) are weak — which is why they melt easily.

When you apply a model, you read the diagram in reverse. A material that conducts electricity as a solid points to the metallic sea of electrons. A material that only conducts when molten points to a mobile-ion ionic lattice. The observed property is your evidence; the model is your explanation.

How to Reason From Model to Property

Applying models is a repeatable process. You gather clues, select a model, then trace the consequences. The most useful quantitative clue is the electronegativity difference (Δχ) between two elements, which helps you predict bond character.

ELECTRONEGATIVITY DIFFERENCE
Δχ = |χ_A − χ_B|
χA and χB are the Pauling electronegativities of the two bonded atoms. A large Δχ (roughly ≥ 1.8) suggests predominantly ionic bonding; a small Δχ between nonmetals suggests covalent bonding.

Bond character is best treated as a continuum, not a set of rigid boxes. As Δχ increases, a bond shifts from nonpolar covalent, to polar covalent, to ionic. The ionic percentage of a bond rises smoothly with Δχ.

PROPERTY PREDICTION LOGIC
strong forces → high melting point + hardness
Melting point reflects how much energy is needed to overcome the forces holding particles together. Ionic, metallic, and covalent-network materials have strong, continuous forces, so they melt high. Covalent molecular substances only need weak intermolecular forces broken, so they melt low.
Watch the trap
When a covalent molecular substance melts, you break the weak forces between molecules, not the strong covalent bonds inside them. Confusing these two is the most common error in applying the covalent molecular model.

A Decision Table for Choosing a Model

Once you know the clues, you can classify almost any material. The table below links the composition and observed properties to the correct bonding model — the exact reasoning the IB expects you to show.

Decision table linking composition and properties to bonding model
ModelComposition ClueKey PropertiesExample
IonicMetal + nonmetal, large ΔχHigh m.p., brittle, conducts only when molten/aqueousNaCl
MetallicMetal onlyConducts as solid, malleable, shinyCu
Covalent molecularNonmetals, small moleculesLow m.p., soft, non-conductingCO2
Covalent networkNonmetals/metalloids, giant latticeVery high m.p., very hard, usually non-conductingSiO2
Follow the arrows from the top. The elements present narrow you to a family; the measured melting point and conductivity then confirm the exact model.

Worked Example: Identifying an Unknown

A white solid X melts at 801 °C. It is hard but shatters when struck. It does not conduct electricity as a solid, but its molten form and its water solution both conduct well. Which bonding model explains X, and what element types are likely present?

Applying the model to material X
1
Step 1 — List the evidenceHigh melting point (801 °C) → strong, continuous forces. Brittle/shatters → rigid, directional lattice. No conduction as solid, but conducts when molten or dissolved → charged particles that become mobile.
Clues point to mobile charged particles held in a rigid lattice.
2
Step 2 — Match to a modelMetallic is ruled out — metals conduct as solids. Covalent molecular is ruled out — those melt low and never conduct. Covalent network is ruled out — networks do not conduct even when molten. Only the ionic model explains conduction that switches on when ions become free to move.
X is ionic.
3
Step 3 — Predict compositionIonic bonding requires a metal and a nonmetal with a large electronegativity difference. A white solid melting near 800 °C strongly resembles a Group 1 or Group 2 halide.
Likely a metal + nonmetal, e.g., NaCl (m.p. 801 °C).
4
Step 4 — State the explanationIn the ionic lattice, strong electrostatic attractions between oppositely charged ions require large energy to overcome, giving the high melting point. The lattice shatters because shifting layers align like charges, causing repulsion. Ions are fixed in the solid but free to move when molten or dissolved, which is why conductivity switches on.
The ionic model fully accounts for every observed property.

Strengths and Limitations of the Models

Models are powerful but simplified. Knowing where each one succeeds and where it breaks down is part of applying it responsibly.

Strengths and limitations of the four bonding models
ModelStrengthLimitation
IonicExplains brittleness, high m.p., and conductivity switchingAssumes perfect charge transfer; real bonds have covalent character
MetallicExplains conductivity and malleability simplyDoes not predict exact melting points or magnetic behavior
Covalent molecularPredicts low m.p. and poor conductivityIgnores subtle differences in intermolecular forces
Covalent networkExplains hardness and very high m.p.Graphite conducts, breaking the ‘network = insulator’ rule
KEY TAKEAWAY
Bonding models are like weather forecasts: extremely useful and usually right, but never perfect. Graphite conducting electricity is a reminder that real materials sometimes break the tidy rules — which is why chemists always check predictions against measured data.

Connection to the Bonding Continuum

The four-box picture is a starting point. More advanced treatment replaces sharp categories with a bonding triangle (the van Arkel–Ketelaar diagram), where every material sits somewhere between pure ionic, pure covalent, and pure metallic based on average electronegativity and Δχ.

From four categories to a continuous bonding triangle
Simple model (this lesson)Advanced view
Four separate bonding typesA continuous triangle with three corners
Bond is ionic OR covalentBond has percent ionic character from Δχ
Fixed rules for each typePosition predicts intermediate properties

As you continue in chemistry, you will place substances on this triangle and reason about intermediate bonding — polar covalent compounds, or metallic alloys with covalent character. The skill you practiced here, matching structure to property, carries directly into that more nuanced framework.

Practice Problems

PROBLEM 1CONCEPTUAL
Why can a solid ionic compound not conduct electricity, even though it is made of charged particles?
PROBLEM 2BASIC CALCULATION
The electronegativities of Na (0.9) and Cl (3.0) are given. Calculate Δχ and state whether the bond is predominantly ionic or covalent.
PROBLEM 3INTERMEDIATE
Substance Y is a shiny solid that conducts electricity, bends without breaking, and has a moderate melting point. Which model applies, and how does it explain each property?
PROBLEM 4APPLIED
Diamond melts above 3500 °C and does not conduct, while graphite (also pure carbon) conducts electricity. Use bonding models to explain the difference.
PROBLEM 5CRITICAL THINKING
A compound has Δχ ≈ 1.5 and shows properties partway between ionic and covalent. How would you describe its bonding, and why does the four-model system struggle here?

Summary

Applying models to materials means moving from an abstract picture to a testable explanation. The four core models — ionic, metallic, covalent molecular, and covalent network — each make specific predictions because structure determines properties. You choose a model from composition clues and the electronegativity difference (Δχ), then confirm it against measured melting point and conductivity.

Strong, continuous forces (ionic, metallic, network) give high melting points, while weak intermolecular forces give the low melting points of molecular substances. Every model is a simplification, so exceptions like conducting graphite remind us to check predictions against data — and to remember that real bonding lies on a continuum, not in rigid boxes.

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