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STRENGTH OF MATERIALS FOR
DIPLOMA STUDENTS
BILINGUAL E – LECTURE
UNIT-I
Prepared by
A. SATHIYASEELAN
LECTURER/AUTOMOBILE,
LAKSHMI AMMAL POLYTECHNIC COLLEGE,
K.R.NAGAR, KOVILPATTI
Definiton of load & Types
 The system of external force acting on a body
or structure is known as load.
7/8/2020
Tensile, Compressive &
Shearing load
7/8/2020
 Tensile load: It acts axially i.e. along the axis of
the body and
has pulling tendency. It produces some degree of
elongation or extension.
 Compressive load: It acts axially and it has
pushing tendency. It produces some degree of
contraction.
 Shearing load: It consists of equal and parallel
opposite forces acting on surfaces of the body.
These forces tend to cause the sliding of the
surfaces.
Shearing & Twisting or Torsional
load
7/8/2020
 Bending load: It is produced by two couples
and produces certain degree of curvature.
 Twisting or Torsional load: It is produced by
two couples applied at opposite ends. It
causes certain degree of twist in the members.
Stress
Resistance offered by the material per unit
cross- sectional area is called STRESS
 Tensile and compressive forces are called direct
forces
 Stress is the force per unit area upon which it
acts.
Stress (s )= Load (P)/Area (A)
Units is = N / m2
( σ is called as Sigma)
7/8/2020
Strain
The deformation per unit length of the body
is called strain.
 Strain (e) = change in length/original length
 Strain (e) = 𝛿l/l
 Strain has no unit’s since it is a ratio of length
to length
7/8/2020
Classification of force system
 Tensile stress
 Compressive stress
 Shear stress
 Bending stress
 Torsional stress
7/8/2020
Tensile stress
When a body is subjected to tensile load (also
called axial pull), the length of the body tends
to increase.
Tensile load = Tensile load/Area
or
Axial pull/ Area
Units is = N /mm2
7/8/2020
Compressive stress
When the body is subjected to compressive
force or axial push, the length of the body
tends to decrease.
Tensile load = Compressive load/Area
or
Axial push/ Area
Units is = N /mm2
7/8/2020
Shear stress
The resistance offered by the body per unit
area against the shear off called shear stress.
Tensile load = Tangential force/Area
Units is = N /mm2
7/8/2020
Stress - Strain Relationship
Diagram
7/8/2020
 A – Proportionality
 B – Elastic limit
 C – Upper yield point
 D – Lower yield point
 E – Ultimate point
 F – Fracture pint (or) Breaking point
7/8/2020
Elastic limit stress
The stress induced in the body when it is
loaded upto elastic limit is called elastic limits
stress.
Elastic limit stress = Load at elastic
limit/Area
Units is = N /mm2
7/8/2020
Yield stress
The point at which the strain increases without
increase in load is called yield point.
Yield stress = Load at yield point/Area
Units is = N /mm2
7/8/2020
Ultimate stress
The maximum load carried by the specimen is
called ultimate load. The ratio of ultimate load
to cross sectional area is called ultimate
stress.
Ultimate stress = Ultimate point or ultimate
load/Area
Units is = N /mm2
7/8/2020
Breaking stress
When the specimen is loaded beyond the
ultimate point, the load on the specimen tends
to decrease and the strain on the specimen
increases. At certain load the specimen may
break.
Breaking stress = Load at breaking point/Area
Units is = N /mm2
7/8/2020
Hooke’s Law
It states that when the material is loaded with
in elastic limit, the stress is directly
proportional to strain.
i.e., Stress ∞ Strain
Stress/Strain = Constant
7/8/2020
Young’s modulus of Modulus of
elasticity (E)
When the material is loaded within the elastic
limit, the ratio of tensile stress to tensile strain
Or compressive stress to compressive strain is
called Young’s modulus.
Young’s modulus = Tensile stress or
compressive stress/
Tensile strain or Compressive strain
Units is = N /mm2
7/8/2020
Working stress
The safe stress , which may be induced in the
material during the working condition is called
working stress.
Working stress = Working load / Area
Units is = N /mm2
7/8/2020
Factor of safety(FOS)
It is defined as the ratio of the ultimate stress
to working stress.
Factor of safety = Ultimate stress/Working stress
FOS for steel = 2 to 2.5
FOS for CI = 4 to 5
It has No unit
7/8/2020
Load factor
It is defined as the ratio of ultimate load to
working load.
Load factor = Ultimate load / Working load
Units is = KN or N
7/8/2020
Linear strain
The ratio of change is dimension to original
dimension of material along the direction of
application of load is called linear strain.
Linear strain = Change in dimension/Original
dimension
It has No unit
7/8/2020
Lateral strain
7/8/2020
When load is applied along axial direction, the
dimensions like diameter, breath & thickness of
material also change.
Lateral strain = change in diameter/Original
diameter
= change in Breath/Original Breath
= change in Thickness/Original
Thickness
Units is = mm
Relationship between stress, strain
& young’s modulus
Young’s modulus = stress/strain
E = σ/e
E = load per area / change in
length
per original
length
E = σ/e = P/A / 𝛿l/l
E = σ/e = P.l / A. 𝛿l
𝛿l = P.l/A.E
Units is = mm 7/8/2020
Poisson’s ratio (1/m)
7/8/2020
When the material is loaded with in the elastic
limit, the ratio of lateral strain to linear strain is
called poisson’s ratio.
 It is denoted by the letter (µ) or (1/m)
 Poisson’s ratio = Lateral strain/Linear strain
 Its value is ranges from 0.25 to 0.35
It has No unit

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Simple stress and strains

  • 1. STRENGTH OF MATERIALS FOR DIPLOMA STUDENTS BILINGUAL E – LECTURE UNIT-I Prepared by A. SATHIYASEELAN LECTURER/AUTOMOBILE, LAKSHMI AMMAL POLYTECHNIC COLLEGE, K.R.NAGAR, KOVILPATTI
  • 2. Definiton of load & Types  The system of external force acting on a body or structure is known as load. 7/8/2020
  • 3. Tensile, Compressive & Shearing load 7/8/2020  Tensile load: It acts axially i.e. along the axis of the body and has pulling tendency. It produces some degree of elongation or extension.  Compressive load: It acts axially and it has pushing tendency. It produces some degree of contraction.  Shearing load: It consists of equal and parallel opposite forces acting on surfaces of the body. These forces tend to cause the sliding of the surfaces.
  • 4. Shearing & Twisting or Torsional load 7/8/2020  Bending load: It is produced by two couples and produces certain degree of curvature.  Twisting or Torsional load: It is produced by two couples applied at opposite ends. It causes certain degree of twist in the members.
  • 5. Stress Resistance offered by the material per unit cross- sectional area is called STRESS  Tensile and compressive forces are called direct forces  Stress is the force per unit area upon which it acts. Stress (s )= Load (P)/Area (A) Units is = N / m2 ( σ is called as Sigma) 7/8/2020
  • 6. Strain The deformation per unit length of the body is called strain.  Strain (e) = change in length/original length  Strain (e) = 𝛿l/l  Strain has no unit’s since it is a ratio of length to length 7/8/2020
  • 7. Classification of force system  Tensile stress  Compressive stress  Shear stress  Bending stress  Torsional stress 7/8/2020
  • 8. Tensile stress When a body is subjected to tensile load (also called axial pull), the length of the body tends to increase. Tensile load = Tensile load/Area or Axial pull/ Area Units is = N /mm2 7/8/2020
  • 9. Compressive stress When the body is subjected to compressive force or axial push, the length of the body tends to decrease. Tensile load = Compressive load/Area or Axial push/ Area Units is = N /mm2 7/8/2020
  • 10. Shear stress The resistance offered by the body per unit area against the shear off called shear stress. Tensile load = Tangential force/Area Units is = N /mm2 7/8/2020
  • 11. Stress - Strain Relationship Diagram 7/8/2020
  • 12.  A – Proportionality  B – Elastic limit  C – Upper yield point  D – Lower yield point  E – Ultimate point  F – Fracture pint (or) Breaking point 7/8/2020
  • 13. Elastic limit stress The stress induced in the body when it is loaded upto elastic limit is called elastic limits stress. Elastic limit stress = Load at elastic limit/Area Units is = N /mm2 7/8/2020
  • 14. Yield stress The point at which the strain increases without increase in load is called yield point. Yield stress = Load at yield point/Area Units is = N /mm2 7/8/2020
  • 15. Ultimate stress The maximum load carried by the specimen is called ultimate load. The ratio of ultimate load to cross sectional area is called ultimate stress. Ultimate stress = Ultimate point or ultimate load/Area Units is = N /mm2 7/8/2020
  • 16. Breaking stress When the specimen is loaded beyond the ultimate point, the load on the specimen tends to decrease and the strain on the specimen increases. At certain load the specimen may break. Breaking stress = Load at breaking point/Area Units is = N /mm2 7/8/2020
  • 17. Hooke’s Law It states that when the material is loaded with in elastic limit, the stress is directly proportional to strain. i.e., Stress ∞ Strain Stress/Strain = Constant 7/8/2020
  • 18. Young’s modulus of Modulus of elasticity (E) When the material is loaded within the elastic limit, the ratio of tensile stress to tensile strain Or compressive stress to compressive strain is called Young’s modulus. Young’s modulus = Tensile stress or compressive stress/ Tensile strain or Compressive strain Units is = N /mm2 7/8/2020
  • 19. Working stress The safe stress , which may be induced in the material during the working condition is called working stress. Working stress = Working load / Area Units is = N /mm2 7/8/2020
  • 20. Factor of safety(FOS) It is defined as the ratio of the ultimate stress to working stress. Factor of safety = Ultimate stress/Working stress FOS for steel = 2 to 2.5 FOS for CI = 4 to 5 It has No unit 7/8/2020
  • 21. Load factor It is defined as the ratio of ultimate load to working load. Load factor = Ultimate load / Working load Units is = KN or N 7/8/2020
  • 22. Linear strain The ratio of change is dimension to original dimension of material along the direction of application of load is called linear strain. Linear strain = Change in dimension/Original dimension It has No unit 7/8/2020
  • 23. Lateral strain 7/8/2020 When load is applied along axial direction, the dimensions like diameter, breath & thickness of material also change. Lateral strain = change in diameter/Original diameter = change in Breath/Original Breath = change in Thickness/Original Thickness Units is = mm
  • 24. Relationship between stress, strain & young’s modulus Young’s modulus = stress/strain E = σ/e E = load per area / change in length per original length E = σ/e = P/A / 𝛿l/l E = σ/e = P.l / A. 𝛿l 𝛿l = P.l/A.E Units is = mm 7/8/2020
  • 25. Poisson’s ratio (1/m) 7/8/2020 When the material is loaded with in the elastic limit, the ratio of lateral strain to linear strain is called poisson’s ratio.  It is denoted by the letter (µ) or (1/m)  Poisson’s ratio = Lateral strain/Linear strain  Its value is ranges from 0.25 to 0.35 It has No unit