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The Mechanical Properties of Polymers
Md. Abu Zafar Al MunsurDate: 18/11/2017
Behavior Of Material Under Mechanical Loads
= Mechanical Properties.
Term to address here…
Stress and strain:
These are size-independent measures of load
and displacement, respectively.
Elastic behavior:
Recoverable Deformation of small magnitude
Plastic behavior:
This permanent deformation behavior occurs when
the tensile (or compressive) uniaxial stress reaches σy.
Toughness and ductility:
Defining how much energy that a material can
take before failure.
Hardness:
The property of being rigid and resistant to pressure;
not easily scratched.
Types of Stresses/Load-Strain/Displacement
Tensile Compressive Shear Torsion
Stress:  = F / Ao (MPa @ N/mm2),
F: is load (N)
A0:cross-sectional area (m2 or mm2)
Strain:  = l / lo ( 100 %)
l: change in length
lo: original length (m or mm)
Shear stress:  = F / Ao
F is applied parallel to upper and lower faces each having area A0
Shear strain:  = tan ( 100 %)
 is strain angle
Torsion: like shear.
Load: applied torque, T
Strain: angle of twist, .
Stress-Strain Behavior
Elastic deformation
Reversible:
( For small strains)
Stress removed  material returns to its original size
Plastic deformation
Irreversible:
Stress removed  material does not return to its original dimensions.
Yield Strength (y)
The stress at which plastic deformation becomes noticeable (0.2% offset).
P the stress that divides the elastic and plastic behavior of the material.
The Stress - Strain curve
Divided into 2 regions
ELASTIC PLASTIC
Linear: Elastic Properties
• Modulus of Elasticity, E :
(also known as Young's modulus)
• Hooke's Law:
 = E 

Linear-
elastic
E

Units:
E: [GPa] or [psi]
: in [Mpa] or [psi]
: [m/m or mm/mm] or [in/in]
F
Ao
d/2
dL/2
Lo
wo
Here: The Black
Outline is Original,
Green is after
application of load
• Elastic Shear
modulus, G:
t
G
g
t = G g
Other Elastic Properties
simple
torsion
test
M
M
• Special relations for isotropic materials:
2(1+n)
E
G =
3(1-2n)
E
K =
• Elastic Bulk
modulus, K:
pressure
test: Init.
vol =Vo.
Vol chg.
= DV
P
P P
P = -K
DV
Vo
P
DV
K
Vo
E is Modulus of Elasticity
 is Poisson’s Ratio
7
Atomic Demo of Plastic (Permanent) Deformation
• Simple tension test:
stress, 
strain, 
Elastic+Plastic
at larger stress
p
plastic strain
Elastic
initially
Adapted from Fig. 6.10(a),
Callister & Rethwisch 8e.
permanent (plastic)
after load is removed
Tensile properties: Tensile Stress
• Metals: occurs when noticeable necking starts.
• Polymers: occurs when polymer backbone chains are
aligned and about to break.
Adapted from Fig. 6.11,
Callister 7e.
y
strain
Typical response of a metal
F = fracture or
ultimate
strength
Neck – acts
as stress
concentrator
TS
stress
strain
• TS is Maximum stress on stress-strain curve.
Measure the energy to break a unit volume of material
Approximate by the area under the tensile stress-strain curve.
Tensile Stress :Toughness
Brittle fracture: elastic energy
Ductile fracture: elastic + plastic energy
very small toughness
(unreinforced polymers)
Tensile strain, e
Tensile
stress, s
small toughness (ceramics)
large toughness (metals)
Adapted from Fig. 6.13,
Callister 7e.
Tensile properties: Ductility
The total elongation of the specimen due to plastic deformation, neglecting the
elastic stretching (the broken ends snap back and separate after failure).
Tensile Properties: Hardness
Resistance to permanently (plastically) indenting the surface of a product.
Large hardness means:
Resistance to plastic deformation or cracking in compression.
Better wear properties.
e.g.,
Hardened 10
mm sphere
apply known force measure size
of indentation after
removing load
dD
Smaller indents
mean larger
hardness.
Increasing hardness
most
plastics
brasses
Al alloys
easy to machine
steels file hard
cutting
tools
nitrided
steels diamond
There are three typical classes of polymer stress-strain characteristic
Mechanical Properties of Polymers
Mechanisms of Elastic Deformation, in
Amorphous & Semicrystalline Polymers
General Classes of Materials
mechanical and thermal aspects. Polymer Testing, Elsevier, 2014, 34, pp.290-298.
Approaches to get better Mechanical Properties
By cross-linking tensile stress could be increase
Essentials of Materials Science & Engineering
Second Edition
Authors: Donald R. Askeland & Pradeep P. Fulay
Materials Science and Engineering: An Introduction
Sixth Edition, Author: William D. Callister, Jr.
The Science and Engineering of Materials
Fourth Edition, Authors: Askeland and Phule (Fulay ?)
Introduction to Materials Science for Engineers
Sixth Edition, Author: James F. Shackelford
Specimen code, wide & length
1
2
Modify those term
1
2
3
4 5
3
1 2
4

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Mechanical Properties of Polymers Explained

  • 1. The Mechanical Properties of Polymers Md. Abu Zafar Al MunsurDate: 18/11/2017
  • 2. Behavior Of Material Under Mechanical Loads = Mechanical Properties. Term to address here… Stress and strain: These are size-independent measures of load and displacement, respectively. Elastic behavior: Recoverable Deformation of small magnitude Plastic behavior: This permanent deformation behavior occurs when the tensile (or compressive) uniaxial stress reaches σy. Toughness and ductility: Defining how much energy that a material can take before failure. Hardness: The property of being rigid and resistant to pressure; not easily scratched.
  • 3. Types of Stresses/Load-Strain/Displacement Tensile Compressive Shear Torsion Stress:  = F / Ao (MPa @ N/mm2), F: is load (N) A0:cross-sectional area (m2 or mm2) Strain:  = l / lo ( 100 %) l: change in length lo: original length (m or mm) Shear stress:  = F / Ao F is applied parallel to upper and lower faces each having area A0 Shear strain:  = tan ( 100 %)  is strain angle Torsion: like shear. Load: applied torque, T Strain: angle of twist, .
  • 4. Stress-Strain Behavior Elastic deformation Reversible: ( For small strains) Stress removed  material returns to its original size Plastic deformation Irreversible: Stress removed  material does not return to its original dimensions. Yield Strength (y) The stress at which plastic deformation becomes noticeable (0.2% offset). P the stress that divides the elastic and plastic behavior of the material. The Stress - Strain curve Divided into 2 regions ELASTIC PLASTIC
  • 5. Linear: Elastic Properties • Modulus of Elasticity, E : (also known as Young's modulus) • Hooke's Law:  = E   Linear- elastic E  Units: E: [GPa] or [psi] : in [Mpa] or [psi] : [m/m or mm/mm] or [in/in] F Ao d/2 dL/2 Lo wo Here: The Black Outline is Original, Green is after application of load
  • 6. • Elastic Shear modulus, G: t G g t = G g Other Elastic Properties simple torsion test M M • Special relations for isotropic materials: 2(1+n) E G = 3(1-2n) E K = • Elastic Bulk modulus, K: pressure test: Init. vol =Vo. Vol chg. = DV P P P P = -K DV Vo P DV K Vo E is Modulus of Elasticity  is Poisson’s Ratio
  • 7. 7 Atomic Demo of Plastic (Permanent) Deformation • Simple tension test: stress,  strain,  Elastic+Plastic at larger stress p plastic strain Elastic initially Adapted from Fig. 6.10(a), Callister & Rethwisch 8e. permanent (plastic) after load is removed
  • 8. Tensile properties: Tensile Stress • Metals: occurs when noticeable necking starts. • Polymers: occurs when polymer backbone chains are aligned and about to break. Adapted from Fig. 6.11, Callister 7e. y strain Typical response of a metal F = fracture or ultimate strength Neck – acts as stress concentrator TS stress strain • TS is Maximum stress on stress-strain curve.
  • 9. Measure the energy to break a unit volume of material Approximate by the area under the tensile stress-strain curve. Tensile Stress :Toughness Brittle fracture: elastic energy Ductile fracture: elastic + plastic energy very small toughness (unreinforced polymers) Tensile strain, e Tensile stress, s small toughness (ceramics) large toughness (metals) Adapted from Fig. 6.13, Callister 7e.
  • 10. Tensile properties: Ductility The total elongation of the specimen due to plastic deformation, neglecting the elastic stretching (the broken ends snap back and separate after failure).
  • 11. Tensile Properties: Hardness Resistance to permanently (plastically) indenting the surface of a product. Large hardness means: Resistance to plastic deformation or cracking in compression. Better wear properties. e.g., Hardened 10 mm sphere apply known force measure size of indentation after removing load dD Smaller indents mean larger hardness. Increasing hardness most plastics brasses Al alloys easy to machine steels file hard cutting tools nitrided steels diamond
  • 12. There are three typical classes of polymer stress-strain characteristic Mechanical Properties of Polymers Mechanisms of Elastic Deformation, in Amorphous & Semicrystalline Polymers
  • 13. General Classes of Materials
  • 14. mechanical and thermal aspects. Polymer Testing, Elsevier, 2014, 34, pp.290-298.
  • 15. Approaches to get better Mechanical Properties By cross-linking tensile stress could be increase
  • 16. Essentials of Materials Science & Engineering Second Edition Authors: Donald R. Askeland & Pradeep P. Fulay Materials Science and Engineering: An Introduction Sixth Edition, Author: William D. Callister, Jr. The Science and Engineering of Materials Fourth Edition, Authors: Askeland and Phule (Fulay ?) Introduction to Materials Science for Engineers Sixth Edition, Author: James F. Shackelford
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