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AQA A-level Design & Technology: Product Design (7552) · Performance Characteristics of Materials
Mini-Lesson

Performance Characteristics of Materials

This mini-lesson builds the vocabulary of material performance β€” tensile & compressive strength, hardness, toughness, ductility, malleability and elasticity β€” and the forces and stresses materials must resist.

The fiveforcesWorkingpropertiesStress &safety

Work through each screen, answer the questions as you go and collect ⭐ stars. Press Start when you’re ready.

Overview

Physical vs mechanical properties

To select and test materials you must describe their properties precisely. Split them into two families:

  • Physical properties β€” inherent, tested without applying a shaping force: density, electrical and thermal conductivity, fusibility (melting behaviour), corrosion / degradation resistance.
  • Mechanical (working) properties β€” the response to an applied force: strength, hardness, toughness, ductility, malleability, elasticity/plasticity and stiffness.
Forces

The five forces on a structure

Loads act on materials as five basic forces. Good design routes each force into a material that resists it well.

  • Tension β€” pulling apart (a tow rope, a suspension cable).
  • Compression β€” squashing (a table leg, a brick pillar).
  • Shear β€” opposing forces sliding across a section (a rivet, scissors cutting).
  • Torsion β€” twisting (a drive shaft, turning a screwdriver).
  • Bending β€” a combination: the top surface is in compression, the bottom in tension (a shelf, a diving board).
Match it

Match force to example

Tap a force, then a product example where it dominates.

Term
Match
Strength

Tensile and compressive strength

Strength is the ability to withstand force without breaking. It is direction-specific:

  • Tensile strength β€” resistance to being pulled apart (steel cable, spider silk).
  • Compressive strength β€” resistance to being crushed (concrete, cast iron).

Key idea: a material can be strong in one mode and weak in another β€” concrete is excellent in compression but poor in tension, which is why it is reinforced with steel bars (strong in tension).

Hardness & toughness

Hardness, toughness, brittleness

  • Hardness β€” resistance to scratching, indentation or abrasion (measured by Vickers, Brinell or Rockwell tests). Hardened steel files and drill bits are hard.
  • Toughness β€” ability to absorb impact/shock without fracturing (measured by an Izod or Charpy impact test). Mild steel and polypropylene are tough.
  • Brittleness β€” the opposite of toughness: fractures suddenly with little deformation (cast iron, glass, ceramics).
Quick check

Tough or brittle?

?A cast-iron bracket shatters when dropped, whereas a mild-steel bracket dents but survives. Which properties are being shown?
Ductility & malleability

Ductility and malleability

  • Ductility β€” can be drawn out into a wire / stretched without breaking. Copper is highly ductile (electrical wire).
  • Malleability β€” can be hammered, rolled or pressed into a sheet / new shape without cracking. Aluminium and gold are malleable.

Don’t confuse them: ductility is about pulling into a wire; malleability is about spreading into a sheet. Most ductile metals are also malleable, but the tests differ.

Quick check

Wire or sheet?

?A metal is drawn through successively smaller dies to make fine electrical wire. Which property is essential?
Elasticity

Elasticity, plasticity, stiffness

  • Elasticity β€” returns to its original shape after the load is removed (a spring, an elastic band).
  • Plasticity β€” retains a new, permanent shape after the load is removed (modelling clay, a bent paperclip).
  • Stiffness β€” resistance to elastic bending or deflection (quantified by the Young’s modulus). A stiff shelf sags less under load.
Quick check

Elastic behaviour

?A diving board springs back to flat after each dive. Which property is this?
Stress

Stress and strain

When a force acts over an area, engineers describe the internal load as stress:

stress = force ÷ areaσ = F ÷ A · units N/mm² (equal to MPa)

Strain is the fractional change in length (extension Γ· original length). A stiff material shows little strain for a given stress.

Calculate

Your turn β€” calculate stress

βˆ‘A steel tie-bar has a rectangular cross-section 20 mm Γ— 5 mm and carries a pull of 3000 N. Calculate the tensile stress in N/mmΒ² (MPa).
MPa
Hint: area = 20 Γ— 5 = 100 mmΒ². Stress = 3000 Γ· 100.
Safety factor

Factor of safety

Structures are never worked at their breaking point. The factor of safety compares the stress a material can take with the stress it actually carries:

FoS = ultimate stress Γ· working stress

A higher factor of safety means a bigger margin before failure β€” but usually more material, mass and cost.

Calculate

Your turn β€” factor of safety

βˆ‘A component is made from a material with an ultimate tensile stress of 300 MPa. In service it carries a working stress of 60 MPa. What is the factor of safety?
Hint: FoS = 300 Γ· 60.
Sort it

Physical or mechanical?

Tap a property, then tap whether it is physical or mechanical.

🧊 Physical property

πŸ’ͺ Mechanical property

Recap

The big ideas to know

Two families: physical (density, conductivity, fusibility) vs mechanical (response to force).

Five forces: tension Β· compression Β· shear Β· torsion Β· bending.

Strength: tensile (pull) vs compressive (crush) β€” direction matters.

Hard/tough: hardness resists scratching; toughness resists impact; brittle = sudden fracture.

Ductile/malleable: ductile β†’ drawn to wire; malleable β†’ spread to sheet.

Stress: Οƒ = F Γ· A (N/mmΒ² = MPa); factor of safety = ultimate Γ· working stress.

You’ve covered the key ideas for this topic. Press Finish to see your score.

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