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-Elastic Properties of Solids

AP Physics C
Mrs. Coyle
• Real objects are not rigid but can deform
under the influence of an external force.

• Remember: Hooke’s Law F=-kx
Elastic Properties of Solids
• Length (Tensile Stress- Strain)
• Shape (Shear Stress-Strain)
• Volume (Bulk Stress-Strain)
Elasticity of Length- Characteristics
•

∆L
Tensile Strain=
L

Tensile
Stress=F/A
Elasticity in Length
•

Tensile Stress = Y x Tensile Strain

F
∆L
=Y
A
L
• Y is known as Young’s Modulus
• Units of Y are N/m2
Tensile Strength
Test
• Tensile Strength
Sample
Ex: #30
• A steel wire of diameter 1mm can
support a tension of 0.2kN. A cable to
support a tension of 20kN should have a
diameter of what order of magnitude?

• Ans: 1cm
Elasticity in Shape - Shear Stress= F / A
Example: Shear Stress

http://www.fema.gov/plan/prevent/earthquake/fema74/chapter2_2.shtm
http://www.fema.gov/plan/prevent/earthquake/fema74/chapter2_2.shtm
Shear Stress and Shear Strain

F
∆x
=S
A
h
S is the Shear
Modulus,
Unit : N/m 2
Ex: #33
If the shear stress in steel exceeds 4.00x108 N/m2
the steel ruptures.
a)Determine the shearing force necessary to shear a
steel bolt 1.00cm in diameter.
Ans: a) 3.14x104 N
Ex: #33 cont’d
b)Determine the shearing force necessary punch
a 1.00cm diameter hole in a steel plate
0.500cm thick.

Ans: b) 6.28x104 N
Elasticity in Volume

∆F
∆V
= −B
A
V
B is the Bulk
Modulus
Unit: N/m2
• Note that ΔF/A is pressure.
Ex:#35
When water freezes, it expands by about 9%.
What pressure increase would occur inside
your automobile engine block if the water in it
froze?
(The bulk modulus of ice is 2.00x109 N/m2 )

Ans: 1.65 x 108 N/m2
Explaining the inertia ball tensions.
• How is ΔL affected
when you have
two same springs
in series or in
parallel pulled by
the same force?

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elastic properties of solids