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Historical Perspective
• 4000 B.C. Fibrous composites were used in Egypt in
making laminated writing materials
• 1300 BC: “You are no longer to supply the people with
straw for making bricks; let them go and gather their own
straw” - Exodus 5.7.
• 1700 AD: French Scientist, Reumer talked about potential
of glass fibers
Historical Perspectives (continued)
• 1939: Glass fiber manufactured commercially for high
temperature electrical applications
• 1950s: Boron and carbon fibers were produced to make ropes.
• 1960s: Matrix added to make polymeric matrix composites
Historical Perspectives (continued)
• 1970s: Cold war forces development of metal matrix
composites for military aircrafts and missile guidance
systems
• 1990s: High temperature ceramic matrix composites are
being aggressively researched for use in next generation
aircraft engines and power plant turbines
Are Composites Important?
• Considered as one of the ten outstanding achievements of
1964-1989
From constituents to application
Advantages of Composites
• Specific Strength and Stiffness
• Tailored Design
• Fatigue Life
• Dimensional Stability
• Corrosion Resistance
• Cost-Effective Fabrication
• High creep resistance
• Low coefficient of thermal expansion
• Low density
• Low thermal conductivity
• Better wear resistance
• Better temperature dependent behavior
• Lightweight
• Easily moldable to complex (net) shapes
• Part consolidation leading to lower overall system
cost
• Easily bondable
• Good damping
• Crash worthiness
• Internal energy storage and release
• Stealth (low radar visibility)
• Thermal transport (carbon fiber only)
Advantages of Composites (continued)
Drawbacks of Composites
• High cost of fabrication of composites
• Complex mechanical characterization
• Complicated repair of composite structures
• High combination of all required properties may not be available
• Lack of well-proven design rules
• Long development time
• Metal and composite designs are seldom directly
interchangeable
• Manufacturing difficulties (manual, slow,
environmentally problematic, poor reliability)
• Fasteners
• Low ductility (joints inefficient, stress risers more
critical than in metals)
• Hidden damage
• EMI shielding sometimes required
• Solvent/moisture attack
• Temperature limits
• Damage susceptibility
Drawbacks of Composites (continued)
Classification Based on the type of matrix material
Polymer Matrix Composites (PMCs)
Metal Matrix Composites (MMCs)
Ceramic Matrix Composites (CMCs)
Carbon/Carbon Composites (C/Cs)
Based on the geometry of reinforcement
Particulate reinforced Composites
Whisker/Flakes reinforced composites
Fiber reinforced composites
Hybrid: A composite laminate comprising of laminae of
two or more composite material systems or a
combination of two or more different fibers such as C
and glass or C and aramid into a structure
Classification of Composites
Relationships of the tensile strength of fiber, matrix, and composite
What are smart materials?
• Smart materials are materials that have one or more
properties that can be significantly altered in a
controlled fashion by external stimuli, such as stress,
temperature, moisture, pH, electric or magnetic fields.
Smart materials
Smart materials have appropriate responses
Photochromic glass
Darkens in bright light
Low melting point wax in a fire sprinkler
Blocks the nozzle until it gets hot
Acoustic emission
Sounds emitted under high stress
Embedded optical fibres
Broken ends reflect light back
Microporous breathable fabrics
Smart-fabric
• pine-cone model
• adapts to changing temperatures
by opening when warm or shutting
tight if cold
Biomimetics
• Lotus effect self-cleaning surfaces
• surface of leaf water droplet on leaf
• Image from http://library.thinkquest.org/27468/e/lotus.htm
Biomimetics
• Lotus effect self-cleaning surfaces
• surface of leaf water droplet on leaf
• Image from http://library.thinkquest.org/27468/e/lotus.htm
Biomimetics: Lotus effect
• most efficient self-cleaning plant
= great sacred lotus
(Nelumbo nucifera)
• mimicked in paints and
other surface coatings
• pipe cleaning in oil refineries
Images from
QTC (Quantum Tunneling Composites )
• Quantum Tunneling Composites (or QTCs) are composite
materials of metals and non-conducting elastomeric binder,
used as pressure sensors.
• As the name implies, they operate using quantum tunneling:
without pressure, the conductive elements are too far apart to
conduct electricity; when pressure is applied, they move
closer and electrons can tunnel through the insulator.
• QTCs were discovered in 1996 and PeraTech Ltd was
established to investigate them further.
QTC
QTC
Properties of Composites
Properties depend on:
• ● constituent phases
• ● relative amounts
• ● geometry of dispersed phase
• ● shape of particles
• ● particle size
• ● particle distribution
• ● particle orientation
Composites Offer

High Strength

Light Weight

Design Flexibility

Consolidation of Parts

Net Shape Manufacturing
A nanocomposite is as a multiphase solid material
where one of the phases has one, two or three
dimensions of less than 100 nanometers (nm)
NANOCOMPOSITES
In mechanical terms, nanocomposites differ from
conventional composite materials
*Exceptionally high surface to volume ratio of the
reinforcing phase and/or its exceptionally high aspect ratio.
The reinforcing material can be made up of particles (e.g.
minerals), sheets (e.g. exfoliated clay stacks) or fibres (e.g.
carbon nanotubes or electrospun fibres).
The area of the interface between the matrix and
reinforcement phase(s) is typically an order of magnitude
greater than for conventional composite materials.
Nanocomposite VS Composite
Nano composites are found in nature also. It is found in
abalone (small or very large-sized edible sea snail) and bones.
Advantage of using the nanocomposites:
• Greater tensile /flexural strength
• Reduced weight for the same performance
• Flame retardant properties
• Improved mechanical strength
• Higher electrical conductivity
• Higher chemical resistance
Matrix Reinforcements
Gives shape to the composite
part
Give strength, stiffness, and other
mechanical properties to the
composite
Protects the reinforcements
from the environment
Dominate other properties such as the
coefficient of thermal expansion,
conductivity, and thermal transport
Transfers loads to the
reinforcements
Contributes to properties that
depend upon both the matrix
and the reinforcements, such
as toughness
Roles of the matrix and reinforcement in a composite
RULE OF MIXTURES
For particulate composites, the rule of mixtures predicts the density of
the composite as well as other properties (although other
properties may vary depending on how the dispersed phase is
arranged)
Density, r, is given as a fraction, f, as:
f
f
m
m
c f
f 

 

Where the subscripts m and f refer to the matrix and fiber.
f
m f
f 
1
that
Note
RULE OF MIXTURES
For fiber reinforced composites, the rule of mixtures predicts the
density of the composite as well as electrical and thermal
conductivity along the direction of the fibers if they are
continuous and unidirectional.
Density, r, is given as a fraction, f, as:
f
f
m
m
c f
f 

 

Thermal and electrical energy can be transferred through the composite
at a rate that is proportional to the volume fraction, f of the
conductive material
f
m f
f 
1
that
Note
f
f
m
m
c K
f
K
f
K 
 f
f
m
m
c f
f 

 

For thermal conductivity: For electrical conductivity:
RULE OF MIXTURES
The rule of mixtures can also be used to predict the modulus of
elasticity when the fibers are continuous and unidirectional.
Parallel to the fibers, the modulus of elasticity may be as high as:
f
f
m
m
c E
f
E
f
E 

f
f
c E
f
E 
However, when the applied load is very
large, the matrix begins to deform and
the stress-strain curve is no longer
linear. Since the matrix now
contributes little to the stiffness, the
modulus is approximated by:
FIBER REINFORCED COMPOSITES
Fiber reinforced composites provide improved strength,
fatigue resistance, Young’s modulus and strength to weight
ratio over the constituent materials.
This is achieved by incorporating strong, stiff, yet brittle
fibers into a more ductile matrix.
Generally speaking the fiber supplies the strength and
stiffness while the matrix binds the fibers together and
provides a means of transferring the load between fibers
The matrix also provides protection for the fibers
CHARACTERISTICS OF FIBER REINFORCED
COMPOSITES
Many factors must be considered when designing a fiber-
reinforced composite including the length, diameter,
orientation, amount and properties of the constituents, and
the bonding between them.
The method used to produce the final product is also very
important as it dictates the type of properties just mentioned
as well as the quality of the product.
CHARACTERISTICS OF FIBER REINFORCED
COMPOSITES
Fiber length and diameter: Fiber dimensions are characterized
by their aspect ratio l/d where l is the fiber length and d is the
diameter.
The strength improves when the aspect ratio is large.
Typical fiber diameters are from 10 mm to 150 mm.
Fibers often fracture because of surface imperfections.
Making the diameter small reduces its surface area, which has
fewer flaws.
Long fibers are preferred because the ends of the fiber carry
less of the load. Thus the longer the fiber, the fewer the ends
and the higher the load carrying capacity of the fibers.
CHARACTERISTICS OF FIBER REINFORCED
COMPOSITES
As can be seen from
this plot, the strength
of the composite
increases as the fiber
length increases (this
is a chopped E-glass-
epoxy composite)
COMMERCIALLY AVAILABLE FORMS OF
REINFORCEMENT
Random mat and woven fabric
(glass fibers)
Three different conditions of wetting
module 1.pptx.   composite material notes for ktu notes is uploaded b y  this
module 1.pptx.   composite material notes for ktu notes is uploaded b y  this
Young’s equation, obtained by resolving forces
horizontally
where
ˠ is the specific surface energy, and the subscripts SV,
LS, and LV represent solid/vapor, liquid/solid, and
liquid/vapor interfaces
ˠSV = ˠLS + ˠLVCosθ
Effect of Surface Roughness
Types of Bonding at the Interface
• Mechanical bonding
• Physical bonding
• Chemical bonding
• Dissolution bonding
• Reaction bonding
Interface bonds formed by molecular entanglement
by electrostatic attraction
by interdiffusion of elements
by chemical reaction between groups A on one surface and
groups B on the other surface
by chemical reaction following forming of a new
compound(s), particularly in MMCs
by mechanical interlocking
Mechanical or Frictional bond
Fig. (a) Good mechanical bond. (b) Lack of wettability can
make a liquid polymer or metal unable to penetrate the
asperities on the fiber surface, leading to interfacial voids
Physical Bonding
Any bonding involving weak, secondary or van der Waals
forces, dipolar interactions, and hydrogen bonding can be
classified as physical bonding. The bond energy in such
physical bonding is very low, approximately 8–16 kJ/mol.
Chemical Bonding
1. Dissolution bonding
Interaction between components occurs at an
electronic scale.
2. Reaction bonding
Two polymer surfaces may form a bond owing
to the diffusion of matrix molecules to the
molecular network of the fiber, thus forming
tangled molecular bonds at the interface.
Defects in Composites
•Cracks
•Voids
•Debonding
•Delamination
•Variations in fiber alignment.
module 1.pptx.   composite material notes for ktu notes is uploaded b y  this
(a) fiber break and local debonding; (b) matrix cracking; (c) deflection of
the principal crack along a weak fiber/ matrix interface
Fig. Fracture models: (a) interface delamination where the
composite acts as a fiber bundle, (b) first fiber fracture turns into a
complete fracture, (c) cumulative damage
module 1.pptx.   composite material notes for ktu notes is uploaded b y  this
module 1.pptx.   composite material notes for ktu notes is uploaded b y  this
Measurements of interface/interlaminar properties
Single fiber compression test
loading eventually causes the debond crack to initiate from these
regions due to the interface shear stress concentration
Simple peel test.
Creep test
Fiber pullout test.
Short beam shear test
Transverse tensile test
Fiber fragmentation test
Fig (a) Dog-bone shape fiber fragmentation test specimen;
(b) fiber fragmentation under progressively increasing load
from (i) to (iii) with corresponding fiber axial stress
Schematic presentation of a multi-fiber pull-out specimen
Slice compression test
Delamination
Fig. Modes of interlaminar crack propagation: (a) Mode I opening mode; (b)
Mode II sliding shear mode; (c) Mode III tearing mode.
Interface zone in a metal matrix composite
showing solid solution and intermetallic
compound Formation

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module 1.pptx. composite material notes for ktu notes is uploaded b y this

  • 1. Historical Perspective • 4000 B.C. Fibrous composites were used in Egypt in making laminated writing materials • 1300 BC: “You are no longer to supply the people with straw for making bricks; let them go and gather their own straw” - Exodus 5.7. • 1700 AD: French Scientist, Reumer talked about potential of glass fibers
  • 2. Historical Perspectives (continued) • 1939: Glass fiber manufactured commercially for high temperature electrical applications • 1950s: Boron and carbon fibers were produced to make ropes. • 1960s: Matrix added to make polymeric matrix composites
  • 3. Historical Perspectives (continued) • 1970s: Cold war forces development of metal matrix composites for military aircrafts and missile guidance systems • 1990s: High temperature ceramic matrix composites are being aggressively researched for use in next generation aircraft engines and power plant turbines
  • 4. Are Composites Important? • Considered as one of the ten outstanding achievements of 1964-1989
  • 5. From constituents to application
  • 6. Advantages of Composites • Specific Strength and Stiffness • Tailored Design • Fatigue Life • Dimensional Stability • Corrosion Resistance • Cost-Effective Fabrication • High creep resistance • Low coefficient of thermal expansion • Low density • Low thermal conductivity • Better wear resistance • Better temperature dependent behavior
  • 7. • Lightweight • Easily moldable to complex (net) shapes • Part consolidation leading to lower overall system cost • Easily bondable • Good damping • Crash worthiness • Internal energy storage and release • Stealth (low radar visibility) • Thermal transport (carbon fiber only) Advantages of Composites (continued)
  • 8. Drawbacks of Composites • High cost of fabrication of composites • Complex mechanical characterization • Complicated repair of composite structures • High combination of all required properties may not be available • Lack of well-proven design rules • Long development time • Metal and composite designs are seldom directly interchangeable
  • 9. • Manufacturing difficulties (manual, slow, environmentally problematic, poor reliability) • Fasteners • Low ductility (joints inefficient, stress risers more critical than in metals) • Hidden damage • EMI shielding sometimes required • Solvent/moisture attack • Temperature limits • Damage susceptibility Drawbacks of Composites (continued)
  • 10. Classification Based on the type of matrix material Polymer Matrix Composites (PMCs) Metal Matrix Composites (MMCs) Ceramic Matrix Composites (CMCs) Carbon/Carbon Composites (C/Cs) Based on the geometry of reinforcement Particulate reinforced Composites Whisker/Flakes reinforced composites Fiber reinforced composites Hybrid: A composite laminate comprising of laminae of two or more composite material systems or a combination of two or more different fibers such as C and glass or C and aramid into a structure Classification of Composites
  • 11. Relationships of the tensile strength of fiber, matrix, and composite
  • 12. What are smart materials? • Smart materials are materials that have one or more properties that can be significantly altered in a controlled fashion by external stimuli, such as stress, temperature, moisture, pH, electric or magnetic fields.
  • 13. Smart materials Smart materials have appropriate responses Photochromic glass Darkens in bright light Low melting point wax in a fire sprinkler Blocks the nozzle until it gets hot Acoustic emission Sounds emitted under high stress Embedded optical fibres Broken ends reflect light back Microporous breathable fabrics
  • 14. Smart-fabric • pine-cone model • adapts to changing temperatures by opening when warm or shutting tight if cold
  • 15. Biomimetics • Lotus effect self-cleaning surfaces • surface of leaf water droplet on leaf • Image from http://library.thinkquest.org/27468/e/lotus.htm
  • 16. Biomimetics • Lotus effect self-cleaning surfaces • surface of leaf water droplet on leaf • Image from http://library.thinkquest.org/27468/e/lotus.htm
  • 17. Biomimetics: Lotus effect • most efficient self-cleaning plant = great sacred lotus (Nelumbo nucifera) • mimicked in paints and other surface coatings • pipe cleaning in oil refineries Images from
  • 18. QTC (Quantum Tunneling Composites ) • Quantum Tunneling Composites (or QTCs) are composite materials of metals and non-conducting elastomeric binder, used as pressure sensors. • As the name implies, they operate using quantum tunneling: without pressure, the conductive elements are too far apart to conduct electricity; when pressure is applied, they move closer and electrons can tunnel through the insulator. • QTCs were discovered in 1996 and PeraTech Ltd was established to investigate them further.
  • 19. QTC
  • 20. QTC
  • 21. Properties of Composites Properties depend on: • ● constituent phases • ● relative amounts • ● geometry of dispersed phase • ● shape of particles • ● particle size • ● particle distribution • ● particle orientation
  • 22. Composites Offer  High Strength  Light Weight  Design Flexibility  Consolidation of Parts  Net Shape Manufacturing
  • 23. A nanocomposite is as a multiphase solid material where one of the phases has one, two or three dimensions of less than 100 nanometers (nm) NANOCOMPOSITES
  • 24. In mechanical terms, nanocomposites differ from conventional composite materials *Exceptionally high surface to volume ratio of the reinforcing phase and/or its exceptionally high aspect ratio. The reinforcing material can be made up of particles (e.g. minerals), sheets (e.g. exfoliated clay stacks) or fibres (e.g. carbon nanotubes or electrospun fibres). The area of the interface between the matrix and reinforcement phase(s) is typically an order of magnitude greater than for conventional composite materials. Nanocomposite VS Composite
  • 25. Nano composites are found in nature also. It is found in abalone (small or very large-sized edible sea snail) and bones. Advantage of using the nanocomposites: • Greater tensile /flexural strength • Reduced weight for the same performance • Flame retardant properties • Improved mechanical strength • Higher electrical conductivity • Higher chemical resistance
  • 26. Matrix Reinforcements Gives shape to the composite part Give strength, stiffness, and other mechanical properties to the composite Protects the reinforcements from the environment Dominate other properties such as the coefficient of thermal expansion, conductivity, and thermal transport Transfers loads to the reinforcements Contributes to properties that depend upon both the matrix and the reinforcements, such as toughness Roles of the matrix and reinforcement in a composite
  • 27. RULE OF MIXTURES For particulate composites, the rule of mixtures predicts the density of the composite as well as other properties (although other properties may vary depending on how the dispersed phase is arranged) Density, r, is given as a fraction, f, as: f f m m c f f      Where the subscripts m and f refer to the matrix and fiber. f m f f  1 that Note
  • 28. RULE OF MIXTURES For fiber reinforced composites, the rule of mixtures predicts the density of the composite as well as electrical and thermal conductivity along the direction of the fibers if they are continuous and unidirectional. Density, r, is given as a fraction, f, as: f f m m c f f      Thermal and electrical energy can be transferred through the composite at a rate that is proportional to the volume fraction, f of the conductive material f m f f  1 that Note f f m m c K f K f K   f f m m c f f      For thermal conductivity: For electrical conductivity:
  • 29. RULE OF MIXTURES The rule of mixtures can also be used to predict the modulus of elasticity when the fibers are continuous and unidirectional. Parallel to the fibers, the modulus of elasticity may be as high as: f f m m c E f E f E   f f c E f E  However, when the applied load is very large, the matrix begins to deform and the stress-strain curve is no longer linear. Since the matrix now contributes little to the stiffness, the modulus is approximated by:
  • 30. FIBER REINFORCED COMPOSITES Fiber reinforced composites provide improved strength, fatigue resistance, Young’s modulus and strength to weight ratio over the constituent materials. This is achieved by incorporating strong, stiff, yet brittle fibers into a more ductile matrix. Generally speaking the fiber supplies the strength and stiffness while the matrix binds the fibers together and provides a means of transferring the load between fibers The matrix also provides protection for the fibers
  • 31. CHARACTERISTICS OF FIBER REINFORCED COMPOSITES Many factors must be considered when designing a fiber- reinforced composite including the length, diameter, orientation, amount and properties of the constituents, and the bonding between them. The method used to produce the final product is also very important as it dictates the type of properties just mentioned as well as the quality of the product.
  • 32. CHARACTERISTICS OF FIBER REINFORCED COMPOSITES Fiber length and diameter: Fiber dimensions are characterized by their aspect ratio l/d where l is the fiber length and d is the diameter. The strength improves when the aspect ratio is large. Typical fiber diameters are from 10 mm to 150 mm. Fibers often fracture because of surface imperfections. Making the diameter small reduces its surface area, which has fewer flaws. Long fibers are preferred because the ends of the fiber carry less of the load. Thus the longer the fiber, the fewer the ends and the higher the load carrying capacity of the fibers.
  • 33. CHARACTERISTICS OF FIBER REINFORCED COMPOSITES As can be seen from this plot, the strength of the composite increases as the fiber length increases (this is a chopped E-glass- epoxy composite)
  • 34. COMMERCIALLY AVAILABLE FORMS OF REINFORCEMENT Random mat and woven fabric (glass fibers)
  • 38. Young’s equation, obtained by resolving forces horizontally where ˠ is the specific surface energy, and the subscripts SV, LS, and LV represent solid/vapor, liquid/solid, and liquid/vapor interfaces ˠSV = ˠLS + ˠLVCosθ
  • 39. Effect of Surface Roughness
  • 40. Types of Bonding at the Interface • Mechanical bonding • Physical bonding • Chemical bonding • Dissolution bonding • Reaction bonding
  • 41. Interface bonds formed by molecular entanglement
  • 44. by chemical reaction between groups A on one surface and groups B on the other surface
  • 45. by chemical reaction following forming of a new compound(s), particularly in MMCs
  • 48. Fig. (a) Good mechanical bond. (b) Lack of wettability can make a liquid polymer or metal unable to penetrate the asperities on the fiber surface, leading to interfacial voids
  • 49. Physical Bonding Any bonding involving weak, secondary or van der Waals forces, dipolar interactions, and hydrogen bonding can be classified as physical bonding. The bond energy in such physical bonding is very low, approximately 8–16 kJ/mol.
  • 50. Chemical Bonding 1. Dissolution bonding Interaction between components occurs at an electronic scale. 2. Reaction bonding Two polymer surfaces may form a bond owing to the diffusion of matrix molecules to the molecular network of the fiber, thus forming tangled molecular bonds at the interface.
  • 53. (a) fiber break and local debonding; (b) matrix cracking; (c) deflection of the principal crack along a weak fiber/ matrix interface
  • 54. Fig. Fracture models: (a) interface delamination where the composite acts as a fiber bundle, (b) first fiber fracture turns into a complete fracture, (c) cumulative damage
  • 57. Measurements of interface/interlaminar properties Single fiber compression test loading eventually causes the debond crack to initiate from these regions due to the interface shear stress concentration
  • 64. Fig (a) Dog-bone shape fiber fragmentation test specimen; (b) fiber fragmentation under progressively increasing load from (i) to (iii) with corresponding fiber axial stress
  • 65. Schematic presentation of a multi-fiber pull-out specimen
  • 67. Delamination Fig. Modes of interlaminar crack propagation: (a) Mode I opening mode; (b) Mode II sliding shear mode; (c) Mode III tearing mode.
  • 68. Interface zone in a metal matrix composite showing solid solution and intermetallic compound Formation