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Notes · Design and TechnologyUK · A-Levels

Performance characteristics of materials

This chapter defines the physical and mechanical properties that decide whether a material will perform in service, and shows how a material's internal structure gives rise to those properties. It develops the relationship between force, stress and strain - including simple stress calculations and the Young modulus - and how structures are reinforced, before surveying the modern, smart and biodegradable materials that widen the designer's palette.

5 sections·~19 min reading time·3 competencies·Level Foundation 1 · Standard 3 · Advanced 1

T·0222 / 18
Exam profile
AO4 · Define physical and mechanical properties and explain forces, stresses and modern, smart and biodegradable materialsAO2 · Calculate stress, strain and the Young modulus and apply them to justify a material or cross-sectionAO3 · Analyse and evaluate how a material's properties and structure suit a product and its loads
Operators:defineexplaincalculatedescribeanalyseevaluatejustifycompare

basic level

AS-Level expects accurate definitions of the main physical and mechanical properties and their link to applications, and recognition of common smart and modern materials.

higher level

The full A-Level expects the stress-strain relationship handled quantitatively (stress = F/A, the Young modulus, structural reinforcement) and reasoned evaluation of modern and smart materials in a design context.

Depth

Reading depth: In depth

Text

Text size: Standard

Contents · 5 sections▾
  1. Performance characteristics of materials
    • 01Physical properties○
    • 02Mechanical properties◐
    • 03Forces, stresses and the stress-strain relationship●
    • 04Modern and smart materials◐
    • 05Biodegradable and sustainable materials◐
§ 01

Physical properties#

●○○FoundationLPAQA 7552 3.1.2LPDfE GCE D&T - physical properties

Key points

Physical properties describe how a material behaves in response to its environment - heat, electricity, light, moisture - independently of applied mechanical force. They matter because a product must survive its surroundings, not just its loads. The key physical properties are density (mass per unit volume), electrical conductivity, thermal conductivity, thermal expansion, optical properties (transparency, translucency, opacity), absorbency and fusibility (the ease of melting).
Density is mass per unit volume and is decisive wherever weight matters - portability, transport, aircraft, sports equipment. A low-density material such as aluminium (about 2.7 g/cm^3) or a polymer is favoured over dense steel (about 7.85 g/cm^3) when lightness is a priority, provided it is strong enough. Because a material can be strong yet heavy, density feeds directly into the strength-to-weight comparisons used in selection.
Thermal and electrical conductivity determine whether a material carries or blocks heat and electricity. Metals such as copper and aluminium are excellent conductors, used for wiring, heat sinks and cookware bases; polymers, ceramics and timber are insulators, used for handles, casings and electrical fittings. Thermal expansion - the tendency to grow when heated - must be designed around in anything that spans temperature ranges (expansion gaps in bridges and rails, allowances in moulded parts).
Optical and moisture-related properties round out the set. Transparency makes acrylic and glass suitable for lenses, windows and displays; opacity is wanted for privacy or light control. Absorbency governs how a material takes up water or ink - useful in papers and towelling, a liability in a structural timber that then warps. A designer reads the product's environment and matches these physical properties to it, exactly as with mechanical properties.
ρ=mV\rho = \dfrac{m}{V}ρ=Vm​

Density

Density (rho) is mass m divided by volume V, usually in kilograms per cubic metre or grams per cubic centimetre. It is the property behind every weight-critical material choice.

Worked example

Choosing by physical properties

A designer specifies materials for an electric kettle: the element housing that heats water and the outer handle. Using physical properties, justify a different material for each.

  1. 01Analyse the housing

    It must conduct heat efficiently into the water and resist corrosion - high thermal conductivity and corrosion resistance point to a metal such as stainless steel or aluminium.

  2. 02Analyse the handle

    It must stay cool and safe to hold and insulate the user electrically - low thermal and electrical conductivity point to a polymer such as polypropylene or a thermoset.

  3. 03Justify with the properties

    The metal's high thermal conductivity moves heat to the water; the polymer's low thermal and electrical conductivity protects the user - each material chosen for its physical response to heat and electricity.

Result: A conductive corrosion-resistant metal for the heated housing and an insulating polymer for the handle - each justified by its thermal and electrical conductivity, a physical-property decision.

Exam focus

  • Match a named physical property (density, conductivity, thermal expansion, optical property) to a product requirement and justify the material.
  • Distinguish physical properties (response to environment) from mechanical properties (response to force).

Typical mistakes

  • Confusing physical and mechanical properties - conductivity and density are physical; strength and toughness are mechanical.
  • Forgetting thermal expansion in products that span temperature ranges, so parts jam, buckle or crack.

Active revision

Explain, referring to two physical properties in each case, why the base of a saucepan and its handle are made from different materials.

Active recall

Recall the key points — then reveal.

Sources: AQA A-level Design and Technology: Product Design (7552) specification (AQA)

§ 02

Mechanical properties#

●●○StandardLPAQA 7552 3.1.2LPDfE GCE D&T - mechanical properties

Typical tensile strengths of common materials (illustrative)

Typical tensile strength (MPa, illustrative)Bar chart: Tensile strength (MPa) by Material, Data: Tensile strength (MPa) · Mild steel: 400; Tensile strength (MPa) · Aluminium alloy: 300; Tensile strength (MPa) · GRP: 200; Tensile strength (MPa) · Oak (grain): 90; Tensile strength (MPa) · Acrylic: 70050100150200250300350400Mild steelAluminium all…GRPOak (grain)Acrylic4003002009070Tensile strength (MPa)Material
Fig. 1Typical tensile strengths (illustrative, MPa). Strength comes in kinds - tensile, compressive and shear - and a material strong in one mode may be weak in another, so the load type must be identified before comparing.

Key points

Mechanical properties describe how a material responds to applied forces, and they are the properties most often decisive in a structural or load-bearing product. Strength is the ability to withstand a force without failing, and it comes in kinds according to the load: tensile strength resists pulling (stretching), compressive strength resists crushing, and shear strength resists forces that slide one layer past another. A material can be strong in one mode and weak in another - concrete is strong in compression but weak in tension, which is why it is reinforced with steel.
Toughness and hardness are often confused but opposite in feel. Toughness is the ability to absorb energy and resist sudden impact or shock without fracturing - a tough material deforms rather than shatters (mild steel, polypropylene). Hardness is the ability to resist scratching, indentation and wear on the surface (high-carbon steel, ceramics). Many hard materials are brittle (glass, cast iron) - they resist scratching but shatter under impact - so hardness and toughness must be weighed separately for a product's needs.
Elasticity and plasticity describe how a material deforms and whether it recovers. An elastic material returns to its original shape when the load is removed (a spring, rubber); a plastic material keeps the new shape (modelling clay, a bent metal that stays bent). Related terms are ductility, the ability to be drawn into a wire or stretched permanently (copper, mild steel), and malleability, the ability to be hammered or rolled into thin sheet without cracking (aluminium, gold, lead). Ductility and malleability let metals be formed by drawing, pressing and forging.
Fatigue is failure under repeated or fluctuating loads well below the material's normal strength - a paper clip snapped by bending back and forth, or a component that cracks after millions of cycles. It is a critical consideration in anything that flexes repeatedly (aircraft, springs, hinges) and explains why polypropylene, with its excellent fatigue resistance, is chosen for integral 'living hinges'. Recognising which mechanical property (or combination) a product actually demands is the heart of specifying a material well.
Worked example

Specifying by mechanical property

Explain why a cold chisel is made from hardened high-carbon steel while a safety helmet shell is made from tough ABS, referring to the mechanical properties each product demands.

  1. 01Analyse the chisel

    Its cutting edge must resist wear and indentation and stay sharp - it needs hardness, which hardened high-carbon steel provides; some brittleness is acceptable because it is not subject to sudden bending.

  2. 02Analyse the helmet

    It must absorb a sudden impact without shattering to protect the head - it needs toughness (impact resistance), which ABS provides by deforming and spreading the energy rather than fracturing.

  3. 03Contrast the properties

    Hardness suits the chisel's wear resistance at the edge; toughness suits the helmet's need to survive impact - the two products demand opposite ends of the hardness-toughness trade-off.

Result: The chisel uses hard high-carbon steel to keep a wear-resistant edge; the helmet uses tough ABS to absorb impact without shattering - a clear illustration of hardness versus toughness driving the material choice.

Exam focus

  • Define the mechanical properties precisely and distinguish easily-confused pairs: toughness versus hardness, ductility versus malleability, elasticity versus plasticity.
  • Identify which mechanical property (or kind of strength) a stated product demands and justify a material by it.

Typical mistakes

  • Confusing toughness (absorbs impact, resists fracture) with hardness (resists scratching and wear) - a hard material is often brittle.
  • Using 'strong' without saying strong in what - tensile, compressive or shear - when the load type changes the answer.

Active revision

A chisel blade and a car bumper have very different mechanical requirements. Identify the key mechanical property each needs and explain why, referring to hardness, toughness and any relevant kind of strength.

Active recall

Recall the key points — then reveal.

Sources: AQA A-level Design and Technology: Product Design (7552) specification (AQA)

§ 03

Forces, stresses and the stress-strain relationship#

●●●AdvancedLPAQA 7552 3.3.2LPDfE GCE D&T - forces and stresses

Stress-strain curve for a ductile metal

Stress-strain curve (ductile metal)Graph of elastic, roots at x = 0, y-intercept at y = 0, increasing, on the interval x from 0 to 1.5, Graph of plastic, maximum at (4, 350), on the interval x from 1.5 to 51234550100150200250300350yieldUTSelasticplasticStress (MPa)Strain (%)
Fig. 2A ductile metal's stress-strain curve: a straight elastic region (stress proportional to strain, the Young modulus is its gradient) up to yield, then plastic deformation and work-hardening to the ultimate tensile strength (UTS). Designers stay within the elastic region.

Key points

Products carry forces, and the same force is more or less severe depending on the area over which it acts. Stress is force per unit area, stress = force / area, measured in pascals (Pa) or, more usefully, megapascals (MPa = N/mm^2). Doubling the cross-sectional area halves the stress for the same load, which is why a designer sizes a member's cross-section, not just its material, to keep the stress safely below the material's strength. The main modes are tension (pulling apart), compression (pushing together), shear (sliding), bending and torsion (twisting).
Strain is the material's response to stress - the fractional change in length, strain = extension / original length, a ratio with no units. Within the elastic region, stress and strain are proportional (Hooke's law), and the constant of proportionality is the Young modulus, E = stress / strain, a measure of stiffness. A high Young modulus (steel, about 200 GPa) means a stiff material that deflects little under load; a lower one (aluminium about 70 GPa, timber and polymers much less) deflects more. Stiffness is distinct from strength: a material can be stiff but brittle, or strong but flexible.
Loading a ductile metal and plotting stress against strain reveals its whole mechanical story. The curve rises in a straight elastic line up to the limit of proportionality and the elastic limit, where it would still spring back; beyond the yield point it deforms plastically and will not fully recover; it work-hardens up to the ultimate tensile strength (UTS), the maximum stress it can carry; and then it necks and fails. Designers keep working stresses within the elastic region, usually with a factor of safety, so a part returns to shape and never approaches yield in normal use.
Where a material is not strong or stiff enough, the structure itself can be made to carry load more efficiently - reinforcing and stiffening. Moving material away from the neutral axis (an I-beam or box section) hugely increases resistance to bending for little extra weight; ribbing and webbing stiffen thin panels; triangulation turns a floppy rectangular frame into a rigid truss; and lamination and folding turn thin sheet into a stiff form (corrugated card, folded metal). These techniques let a designer meet a load requirement without simply adding mass or moving to a costlier material.
σ=FA\sigma = \dfrac{F}{A}σ=AF​

Stress

Stress (sigma) is force F divided by cross-sectional area A, in pascals (Pa) or N/mm^2 (MPa). Increasing the area for a given load reduces the stress.

ε=ΔLL\varepsilon = \dfrac{\Delta L}{L}ε=LΔL​

Strain

Strain (epsilon) is the extension (change in length) divided by the original length - a dimensionless ratio.

E=σεE = \dfrac{\sigma}{\varepsilon}E=εσ​

Young modulus

The Young modulus E is the ratio of stress to strain in the elastic region - a measure of stiffness. A high E means the material deflects little under load.

Stiffening a structure: the I-section

I-section beamSchematic diagram with 4 elements, top flange, web, bottom flange, material far from the neutral axis resists bendingtop flangewebbottom flangematerial farfrom the neutra…
Fig. 3An I-section moves material away from the neutral axis into the flanges, where it best resists bending, giving a high stiffness-to-weight ratio - one of several ways (ribbing, triangulation, folding) to carry load without adding mass.
Worked example

Calculating stress in a tie rod

A steel tie rod of circular cross-section, diameter 10 mm, carries a tensile force of 12 kN. Calculate the tensile stress and, given the steel yields at 250 MPa, state the factor of safety.

  1. 01Find the cross-sectional area

    For a circle, A = (pi/4) x d^2 = (pi/4) x (10 mm)^2 = 78.5 mm^2.

    A=π4d2=π4(10)2=78.5 mm2A = \dfrac{\pi}{4}d^2 = \dfrac{\pi}{4}(10)^2 = 78.5\ \text{mm}^2A=4π​d2=4π​(10)2=78.5 mm2
  2. 02Convert the force

    12 kN = 12 000 N.

  3. 03Calculate the stress

    Stress = F/A = 12 000 N / 78.5 mm^2 = 152.9 N/mm^2 = 152.9 MPa.

    σ=FA=1200078.5=152.9 MPa\sigma = \dfrac{F}{A} = \dfrac{12000}{78.5} = 152.9\ \text{MPa}σ=AF​=78.512000​=152.9 MPa
  4. 04Find the factor of safety

    Factor of safety = yield strength / working stress = 250 / 152.9 = 1.6, so the rod carries the load with a modest margin; a larger diameter would lower the stress and raise the factor of safety.

Result: The tensile stress is about 153 MPa; against a 250 MPa yield strength the factor of safety is about 1.6, so the rod is safe but not heavily over-engineered.

Exam focus

  • Calculate stress from force and area (and strain and the Young modulus where given), keeping units consistent, and compare the result with the material's strength.
  • Explain and justify a method of reinforcing or stiffening a structure (I-section, ribbing, triangulation, lamination) to meet a load without simply adding mass.

Typical mistakes

  • Muddling units - mixing millimetres and metres, or forgetting that 1 MPa = 1 N/mm^2 - so the stress is out by a factor of a million.
  • Confusing strength with stiffness (the Young modulus) - a stiff material is not necessarily strong, and vice versa.

Active revision

A tie bar of rectangular cross-section 20 mm by 8 mm carries a tensile load of 40 kN. Calculate the tensile stress in N/mm^2 and state, given a material strength of 250 MPa, whether the bar is safe.

Active recall

Recall the key points — then reveal.

Sources: GCE AS and A level subject content for design and technology (Department for Education) · AQA A-level Design and Technology: Product Design (7552) specification (AQA)

§ 04

Modern and smart materials#

●●○StandardLPAQA 7552 3.1.2LPDfE GCE D&T - modern and smart materials

Modern and smart materials

Modern and smart materialsProbability tree, 9 paths, Data: Modern materials → Graphene; Modern materials → Metal foams; Modern materials → Titanium alloys; Modern materials → Nanomaterials; Smart materials → Shape-memory alloy (heat); Smart materials → Thermochromic (heat); Smart materials → Photochromic (UV light); Smart materials → Piezoelectric (stress/voltage); Smart materials → QTC (pressure)Modern materialsSmart materialsAdvanced materialsGrapheneMetal foamsTitanium alloysNanomaterialsShape-memory alloy (heat)Thermochromic (heat)Photochromic (UV light)Piezoelectric (stress/voltage)QTC (pressure)
Fig. 4Modern materials offer enhanced properties (strength, lightness, biocompatibility); smart materials respond reversibly to a stimulus (heat, light, stress, voltage), letting a product react without extra mechanisms.

Key points

Modern materials are recently developed materials with enhanced properties made possible by advances in processing and chemistry, opening applications that traditional materials cannot serve. Examples include graphene (an extraordinarily strong, light and conductive single layer of carbon), metal foams (light, energy-absorbing cellular metals), titanium and its alloys (strong, light, corrosion-resistant and biocompatible for implants and aircraft), and nanomaterials (engineered at the nanometre scale for self-cleaning, antibacterial or scratch-resistant surfaces). A designer reaches for a modern material when a required property set is beyond conventional materials.
Smart materials are different: they respond reversibly to a change in their environment - temperature, light, stress, electricity or a magnetic field - and this responsiveness is itself the useful function. Because the behaviour is dynamic, smart materials let a product sense and react without extra mechanisms or electronics, which is why they feature in interactive, safety and novelty products.
The key smart materials each key on a stimulus. Shape-memory alloys (such as Nitinol) return to a 'remembered' shape when heated, used in spectacle frames, stents and actuators. Thermochromic pigments change colour with temperature (battery testers, mugs, forehead thermometers, safety indicators); photochromic materials darken in ultraviolet light (self-tinting lenses). Piezoelectric materials generate a voltage when squeezed and deform when a voltage is applied (sensors, igniters, buzzers, energy harvesting). Quantum tunnelling composite (QTC) conducts only when compressed, used in flexible switches and touch controls; electroluminescent materials glow when energised.
Choosing a modern or smart material is an evaluative decision. The advantage is a property or behaviour that would otherwise need extra parts, mechanisms or electronics; the disadvantages are typically high cost, limited availability, uncertain long-term durability, and sometimes difficult processing or recycling. The best answers name the specific material, the stimulus it responds to and the function it enables, and weigh that against the cost and practicality - not simply assert that a 'smart material' would be good.
Worked example

Applying a smart material to a design problem

A manufacturer wants a baby's feeding spoon that visibly warns a parent when the food is too hot. Recommend a smart material and evaluate its suitability.

  1. 01Match a stimulus to the need

    The warning must respond to temperature, so a thermochromic pigment - which changes colour above a set temperature - is the appropriate smart material.

  2. 02Explain how it works

    Thermochromic pigment is moulded into or coated onto the spoon bowl; above the trigger temperature (set near the safe feeding limit) it changes colour, giving the parent an immediate visual warning without any electronics.

  3. 03Evaluate

    The advantage is a self-contained, battery-free safety warning; the drawbacks are the pigment's cost, the need to verify the trigger temperature is reliable and food-safe, and possible fading of the effect over many wash cycles - which must be tested before launch.

Result: A thermochromic pigment that changes colour above the safe feeding temperature gives a simple, electronics-free hot-food warning; its suitability depends on a reliable, food-safe trigger temperature and durability across repeated washing, which testing must confirm.

Exam focus

  • Name a smart material, state the stimulus it responds to and the product function it enables (for example thermochromic pigment changing colour to warn of a hot surface).
  • Evaluate the use of a modern or smart material, weighing the property or behaviour it enables against cost, availability and durability.

Typical mistakes

  • Calling any new material 'smart' - a smart material must respond reversibly to a stimulus; graphene and titanium are modern, not smart.
  • Praising a smart material vaguely without naming the stimulus, the function it enables or its cost and durability drawbacks.

Active revision

A children's bath toy is to warn when the water is too hot. Recommend a smart material, explain how it works, and evaluate its use against cost and reliability.

Active recall

Recall the key points — then reveal.

Sources: AQA A-level Design and Technology: Product Design (7552) specification (AQA)

§ 05

Biodegradable and sustainable materials#

●●○StandardLPAQA 7552 3.1.2LPDfE GCE D&T - biodegradable materials

Key points

Growing concern about plastic waste and finite oil has driven the development of biodegradable and bio-based materials that break down or come from renewable sources. Biodegradable materials decompose through the action of micro-organisms into natural substances; bio-based polymers are made from renewable biological feedstock rather than crude oil. The two ideas are related but distinct - a material can be bio-based yet not readily biodegradable, and vice versa - and designers must be precise about which claim they are making.
The leading examples are starch-based polymers (from potato and corn starch), used for loose-fill packaging and disposable items that break down in composting conditions, and polylactic acid (PLA), a bio-based polymer made from fermented plant sugars that is widely used for disposable cutlery, cups, packaging and as a 3D-printing filament. Their advantage is a lower reliance on oil and, in the right conditions, compostability; their limitation is that many require industrial composting to break down, have lower heat resistance and strength than oil-based polymers, and can contaminate conventional recycling streams if not sorted correctly.
Sustainability can also come from choosing conventional materials responsibly: timber from certified sustainable forests (FSC), recycled metals and polymers (which use far less energy than virgin production), and materials with a low embodied energy - the total energy consumed to extract, process and deliver them. A designer's material choice therefore has a large environmental dimension, which connects directly to the 6 Rs and life-cycle assessment covered later in the course.
Evaluating a biodegradable or sustainable material honestly means naming its real end-of-life conditions and trade-offs, not assuming 'biodegradable' equals 'green'. PLA that ends up in landfill or the sea may not degrade meaningfully; a bio-based material grown on land that could feed people carries its own cost; recycled content may reduce mechanical properties. The mature designer weighs the environmental benefit against performance, cost and the realistic disposal route the product will actually meet.
Worked example

Evaluating a bioplastic for disposable packaging

A takeaway chain is considering replacing its oil-based polystyrene food trays with polylactic acid (PLA). Evaluate whether PLA is the more sustainable choice.

  1. 01State the benefit

    PLA is made from renewable plant sugars rather than crude oil and can be composted, so if the trays reach industrial composting the material returns to natural substances and reduces reliance on fossil feedstock.

  2. 02State the limitations

    PLA has lower heat resistance (it can soften with hot food), needs industrial composting to break down (it does little in landfill), and can contaminate the conventional plastics recycling stream if customers put it in the wrong bin.

  3. 03Reach a judgement

    PLA is more sustainable only if the chain also provides and controls a composting route and communicates it clearly; without that infrastructure the environmental benefit is largely lost, so the decision depends on the disposal system, not the material alone.

Result: PLA is potentially more sustainable than polystyrene because it is bio-based and compostable, but only if industrial composting is actually available and the trays are correctly sorted - otherwise its lower heat resistance and recycling-contamination risk undermine the benefit.

Exam focus

  • Distinguish biodegradable from bio-based and name a real example of each with an application (for example PLA cutlery, starch-based loose-fill packaging).
  • Evaluate a sustainable material honestly, referring to its actual end-of-life conditions and its performance and cost trade-offs.

Typical mistakes

  • Assuming 'biodegradable' means it will break down anywhere - many bioplastics need industrial composting and do little in landfill or the sea.
  • Treating bio-based and biodegradable as the same thing, or ignoring that recycled or bio content can reduce strength and heat resistance.

Active revision

A festival wants disposable drinks cups that are as sustainable as possible. Recommend a material, explain its end-of-life route, and evaluate it against the risk of contaminating recycling.

Active recall

Recall the key points — then reveal.

Sources: GCE AS and A level subject content for design and technology (Department for Education) · AQA A-level Design and Technology: Product Design (7552) specification (AQA)

Contents

Section -- / 05

    • 01Physical properties○
    • 02Mechanical properties◐
    • 03Forces, stresses and the stress-strain relationship●
    • 04Modern and smart materials◐
    • 05Biodegradable and sustainable materials◐

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Performance characteristics of materials

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References & sources

Sources

AQA

  • AQA A-level Design and Technology: Product Design (7552) specification

Department for Education

  • GCE AS and A level subject content for design and technology

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