Composites

0.0(0)
studied byStudied by 0 people
0.0(0)
full-widthCall Kai
learnLearn
examPractice Test
spaced repetitionSpaced Repetition
heart puzzleMatch
flashcardsFlashcards
GameKnowt Play
Card Sorting

1/20

encourage image

There's no tags or description

Looks like no tags are added yet.

Study Analytics
Name
Mastery
Learn
Test
Matching
Spaced
Call with Kai

No study sessions yet.

21 Terms

1
New cards

What is a composite material?

A multiphase material made from two or more dissimilar constituents to achieve improved properties

2
New cards

What are the two main phases of a composite?

Reinforcement and Matrix

3
New cards

What is the role of the reinforcement?

Provides strength and stiffness; generally high quality and flaw-free

4
New cards

What is the role of the matrix?

• Transfers load

• Protects reinforcement

• Absorbs damage

• Provides environmental protection

5
New cards

What factors define the properties of a composite?

• Material choice

• Reinforcement distribution

• Design

• Processing route

6
New cards

How are composites classified?

By the combination of material types (metal, ceramic, polymer), for example:

• Metal/Metal (B–Al)

• Metal/Ceramic (SiC–Ti)

• Ceramic/Polymer (Glass–polyester)

• Polymer/Polymer (Aramid–epoxy)

<p>By the combination of material types (metal, ceramic, polymer), for example:</p><p>• Metal/Metal (B–Al)</p><p>• Metal/Ceramic (SiC–Ti)</p><p>• Ceramic/Polymer (Glass–polyester)</p><p>• Polymer/Polymer (Aramid–epoxy)</p>
7
New cards

Which material is named first in a composite pairing?

The more expensive (reinforcement) material

8
New cards

What is a particle-reinforced composite?

A composite where particles are dispersed in a matrix to improve properties

9
New cards

What are the 3 types of fibre reinforcement arrangements?

(a) Continuous and aligned

(b) Discontinuous and aligned

(c) Discontinuous and randomly oriented

<p>(a) Continuous and aligned</p><p>(b) Discontinuous and aligned</p><p>(c) Discontinuous and randomly oriented</p>
10
New cards

Which fibre arrangement gives the highest stiffness in one direction?

Continuous and aligned fibres

<p>Continuous and aligned fibres</p>
11
New cards

What loading condition applies along the direction of the fibres (longitudinal direction)?

Isostrain condition

<p>Isostrain condition</p>
12
New cards

What does Isostrain mean?

Fibre, matrix, and composite all experience the same strain

<p>Fibre, matrix, and composite all experience the same strain</p>
13
New cards

Formula for the Young’s Modulus for continuous fibre reinforcement in the longitudinal direction

• Ec = Young’s modulus of the composite (the overall stiffness of the composite material)

• Em = Young’s modulus of the matrix (the softer material, e.g., polymer)

Ef = Young’s modulus of the fiber (the stiffer reinforcement, e.g., carbon fiber)

• Vm = Volume fraction of the matrix (proportion of the matrix in the composite)

• Vf = Volume fraction of the fiber (proportion of the fiber in the composite)

<p>• E<sub>c</sub> = Young’s modulus of the composite (the overall stiffness of the composite material)</p><p>• E<sub>m</sub> = Young’s modulus of the matrix (the softer material, e.g., polymer)</p><p>• <span>E</span><sub><span>f</span></sub><span> </span>= Young’s modulus of the fiber (the stiffer reinforcement, e.g., carbon fiber)</p><p>• V<sub>m</sub> = Volume fraction of the matrix (proportion of the matrix in the composite)</p><p>• V<sub>f</sub> = Volume fraction of the fiber (proportion of the fiber in the composite)</p>
14
New cards

What loading condition applies transverse to the direction of the fibres (transverse direction)?

Isostress condition

<p>Isostress condition</p>
15
New cards

What does Isostress mean?

Fibre, matrix, and composite all experience the same stress

<p>Fibre, matrix, and composite all experience the same stress</p>
16
New cards

Formula for the Young’s Modulus for continuous fibre reinforcement in the transverse direction

• Ec = Young’s modulus of the composite (the overall stiffness of the composite material)

• Em = Young’s modulus of the matrix (the softer material, e.g., polymer)

Ef = Young’s modulus of the fiber (the stiffer reinforcement, e.g., carbon fiber)

• Vm = Volume fraction of the matrix (proportion of the matrix in the composite)

• Vf = Volume fraction of the fiber (proportion of the fiber in the composite)

<p>• E<sub>c</sub> = Young’s modulus of the composite (the overall stiffness of the composite material)</p><p>• E<sub>m</sub> = Young’s modulus of the matrix (the softer material, e.g., polymer)</p><p>• <span>E</span><sub><span>f</span></sub><span> </span>= Young’s modulus of the fiber (the stiffer reinforcement, e.g., carbon fiber)</p><p>• V<sub>m</sub> = Volume fraction of the matrix (proportion of the matrix in the composite)</p><p>• V<sub>f</sub> = Volume fraction of the fiber (proportion of the fiber in the composite)</p>
17
New cards

Why is transverse stiffness lower?

Load transfer is limited by the weaker matrix

18
New cards

Which assumptions are used in fibre mechanics?

• Isostrain for longitudinal loading (loading along the fibres)

• Isostress for transverse loading (loading transverse to the fibres)

19
New cards

What is anisotropy in composites?

Direction-dependent mechanical properties

20
New cards

How do longitudinal and transverse moduli compare?

Elongitudinal > Etransverse (significant anisotropy in stiffness and strength)

21
New cards

Name 3 natural composite materials

• Bone

• Wood

• Feathers

<p>• Bone</p><p>• Wood</p><p>• Feathers</p>