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Prof. B.V. Tupte
Head, Department of Physics
Shri Govindrao Munghate Arts and Science College
Kurkheda.
Shri Govindrao Munghate Arts and
Science College Kurkheda
Department of Physics
Topic-Elasticity
 Elasticity:- The property of a body, by
virtue of which body regains its original size
and shape when the applied force is
removed, is known as elasticity and the
body is known as Elastic body.
Eg. Spring, rubber, skin, etc.
 Plasticity:- The property of a body, by virtue
of which body does not regain its original
size and shape when the applied force is
removed, is known as plasticity and the
body is known as Plastic body.
Eg. Plastic paper, clay, putty, etc.
 Rigidity:- The property of a body, by virtue
of which body does not change its original
size and shape when the force is applied is
known as Rigidity.
Eg. Wall, Black board, duster, etc.
Stress:- The restoring force per unit area is known asstress.
If F is the force applied and A is the area of cross section ofthe
body.
Stress = Internal Restoring ForceF/A
Pressure=External force F/A
The SI unit of stress is N/m2.
Strain:- It is defined as change in dimensions per unitoriginal
dimensions.
Strain= change in dimensions(length, Volume , shape)
/original dimensions
Strain has no unit.
There are 3 types of stress:-
1) Tensile or Longitudinal Stress:-
If the applied force produces change in length of a body, thestress
associated is called as Tensile Stress.
Longitudinal stress = F/A = Mg/∏r2
2) Volume stress :-
If the applied force produces change in volume of a body, thestress
associated is called as Volume Stress.
Volume Stress = A.dP/A= dP
3) Shear stress :-
If the applied force produces change in shape of a body, thestress
associated is called as Shear Stress.
Shear Stress = Tangential force/Area
Longitudinal strain
Volume stress
Shear stress
There are 3 types of strain:-
1) Tensile or Longitudinal Strain:-
The change in the length per unit original length of the body is known as
longitudinal strain.
Longitudinal strain = l/L
2) Volume stress :-
The change in the volume per unit original length of the body is known as
volume strain.
Volume Strain = dV/V
3) Shear stress :-
The ratio of relative displacement
of any layer to its perpendicular
distance from fixed surface
is known as shear strain.
Shear Strain = X/L
 Statement:- “Within elastic limit, stress is directly
proportional to strain.”
 Thus,
 stress ∝ strain
 stress M × strain
 where M = proportionality constant called as
modulus of elasticity.
 Therefore, M= Stress/strain
 There are 3 types of elastic constants:-
1) Young’s Modulus (Y)
2) Bulk Modulus (K)
3) Modulus of Rigidity(η)
1) Young’s Modulus (Y):-
It is the ratio of longitudinal stress to the longitudinal strain.
Y = Longitudinal stress /Longitudinal strain
= (Mg/∏r2)
(l/L)
= MgL
∏r2 l
S.I unit of Y is N/m2
Dimensions are [L-1 M1 T-2]
2) Bulk Modulus(K):-
It is the ratio of volume stress to the volume strain.
K = volume stress
volume strain
= dP
(dV/V)
= V.dP
dV
S.I unit of Y is N/m2
Dimensions are [L-1 M1 T-2]
It is the ratio of shearing stress to the shearing strain.
η = shearing stress/shearing strain.
= (F/A)/θ
= F/A θ
Poisson’s Ratio(σ):
“It is defined as the ratio of lateral strain to the longitudinal strain.”
σ = lateral strain/longitudinal strain
but, lateral strain= Change in dimension/original dimension
and longitudinal strain = Change in length/original length
.’.σ =(-dW/W)
(l/L)
= dW.L
Wl
Negative sign indicates that increase in length is accompanied by decrease in its
transverse dimensions.
Elasticity PPT.pptx
Elasticity PPT.pptx

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Elasticity PPT.pptx

  • 1. Prof. B.V. Tupte Head, Department of Physics Shri Govindrao Munghate Arts and Science College Kurkheda. Shri Govindrao Munghate Arts and Science College Kurkheda Department of Physics Topic-Elasticity
  • 2.
  • 3.  Elasticity:- The property of a body, by virtue of which body regains its original size and shape when the applied force is removed, is known as elasticity and the body is known as Elastic body. Eg. Spring, rubber, skin, etc.  Plasticity:- The property of a body, by virtue of which body does not regain its original size and shape when the applied force is removed, is known as plasticity and the body is known as Plastic body. Eg. Plastic paper, clay, putty, etc.  Rigidity:- The property of a body, by virtue of which body does not change its original size and shape when the force is applied is known as Rigidity. Eg. Wall, Black board, duster, etc.
  • 4. Stress:- The restoring force per unit area is known asstress. If F is the force applied and A is the area of cross section ofthe body. Stress = Internal Restoring ForceF/A Pressure=External force F/A The SI unit of stress is N/m2. Strain:- It is defined as change in dimensions per unitoriginal dimensions. Strain= change in dimensions(length, Volume , shape) /original dimensions Strain has no unit.
  • 5. There are 3 types of stress:- 1) Tensile or Longitudinal Stress:- If the applied force produces change in length of a body, thestress associated is called as Tensile Stress. Longitudinal stress = F/A = Mg/∏r2 2) Volume stress :- If the applied force produces change in volume of a body, thestress associated is called as Volume Stress. Volume Stress = A.dP/A= dP 3) Shear stress :- If the applied force produces change in shape of a body, thestress associated is called as Shear Stress. Shear Stress = Tangential force/Area
  • 7. There are 3 types of strain:- 1) Tensile or Longitudinal Strain:- The change in the length per unit original length of the body is known as longitudinal strain. Longitudinal strain = l/L 2) Volume stress :- The change in the volume per unit original length of the body is known as volume strain. Volume Strain = dV/V 3) Shear stress :- The ratio of relative displacement of any layer to its perpendicular distance from fixed surface is known as shear strain. Shear Strain = X/L
  • 8.  Statement:- “Within elastic limit, stress is directly proportional to strain.”  Thus,  stress ∝ strain  stress M × strain  where M = proportionality constant called as modulus of elasticity.  Therefore, M= Stress/strain  There are 3 types of elastic constants:- 1) Young’s Modulus (Y) 2) Bulk Modulus (K) 3) Modulus of Rigidity(η)
  • 9. 1) Young’s Modulus (Y):- It is the ratio of longitudinal stress to the longitudinal strain. Y = Longitudinal stress /Longitudinal strain = (Mg/∏r2) (l/L) = MgL ∏r2 l S.I unit of Y is N/m2 Dimensions are [L-1 M1 T-2] 2) Bulk Modulus(K):- It is the ratio of volume stress to the volume strain. K = volume stress volume strain = dP (dV/V) = V.dP dV S.I unit of Y is N/m2 Dimensions are [L-1 M1 T-2]
  • 10. It is the ratio of shearing stress to the shearing strain. η = shearing stress/shearing strain. = (F/A)/θ = F/A θ Poisson’s Ratio(σ): “It is defined as the ratio of lateral strain to the longitudinal strain.” σ = lateral strain/longitudinal strain but, lateral strain= Change in dimension/original dimension and longitudinal strain = Change in length/original length .’.σ =(-dW/W) (l/L) = dW.L Wl Negative sign indicates that increase in length is accompanied by decrease in its transverse dimensions.