Composites

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Last updated 4:54 PM on 10/28/25
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6 Terms

1
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a combination of materials that exhibits a significant proportion of the properties of both constituent phases such that a better combination of properties is achieved

what is a composite

2
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  • the dispersed component

  • the matrix

what are the two main components of composite materials

3
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  • this is usually strong, stiff particles (particle reinforced composites), or fibres (fibre reinforced composite)

  • functions of the dispersed component:

    • improve strength

    • improve stiffness

    • improve creep resistance

dispersed component

4
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  • a continuous phase which surrounds the other component in the composite, the dispersed phase

  • typically a polymer or metal

  • functions of the matrix:

    • transmit stress to dispersed component

    • protects dispersed component from corrosion and abrasion

    • provide toughness 

      • good for ductility

      • prevents brittle crack propagation

the matrix

5
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<ul><li><p>consider two materials A and B with different elastic moduli E<sub>A</sub> and E<sub>B </sub>respectively and used to form a simple laminate structure</p></li><li><p>can be done in two ways:</p><ul><li><p>isostress:</p><ul><li><p>stress applied to composite = stress applied to each component</p></li><li><p>applied perpendicular to material</p></li></ul></li><li><p>isostrain</p><ul><li><p>strain applied to composite = strain applied to each component</p></li><li><p>applied parallel to material</p></li></ul></li></ul></li></ul><p></p>
  • consider two materials A and B with different elastic moduli EA and EB respectively and used to form a simple laminate structure

  • can be done in two ways:

    • isostress:

      • stress applied to composite = stress applied to each component

      • applied perpendicular to material

    • isostrain

      • strain applied to composite = strain applied to each component

      • applied parallel to material

simple composites

6
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  • for oriented continuous fibre composites

  • modulus of composite:

    • V = Volume fraction

    • E = Young’s Modulus

    • VA + VB = 1

    1. isostrain stiffness (in direction of fibres) → EC - VAEA + VBEB = VAEA + (1 - VA)EB

    2. isostress stiffness (perpendicular to fibres) → 1/EC = VA/EA + VB/EB = VA/EA + (1-VA)/EB

  • density of composite:

    • ρc = VAρA+ VBρB = VAρA + (1 - VAB

  • specific modulus of composite:

    • indication of stiffness relative to weight

    • Ê = Ec/ρc

rule of mixtures

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