Stress, Strain And Young Modulus Flashcards

1
Q

What is Hooke’s Law?

A

The force applied will be directly proportional to the extension produced within the elastic limit (unit of proportionality)

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2
Q

What does Hooke’s Law look like on a graph?

A
  • Straight line
  • Through the origin
  • Scatter is close
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3
Q

Equation for the spring constant?

A

F = kx, where k = force required to produce unit extension

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4
Q

Equation for the gradient of a spring constant on a graph

A

K = 🔼 Force / 🔼 extension

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5
Q

Cm^2 ➡️ m^2

A

x10^-4

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6
Q

mm^2 ➡️ m^2

A

x10^-6

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7
Q

cm ➡️ m

A

x10^-2

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8
Q

mm ➡️ m

A

x10^-3

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9
Q

Explain in terms of compression and tension, what happens to concrete

A
  • Weak under tension
  • Strong under compression
  • Cracks will propagate upwards until failure
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10
Q

Explain the process of adding a steel rod to concrete

A
  • Steel rod initially under tension
  • Tension released as concrete sets
  • Puts lower surface under compression making it as strong as the top
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11
Q

What is the area under a F=kx graph equal to?

A

Energy

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12
Q

Why does the elastic limit occur in metals?

A

Metals have regular atomic structure and long range order, meaning that any force transmitted will be produced equally between each bond

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13
Q

Why does the plastic limit occur in a material?

A

When a material is stretched past the elastic limit, atoms slip past each other

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14
Q

When does edge dislocation occur?

A

Edge dislocation occur when half a plane is missed out. The atoms around this point are places of weakness as they are under strain

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15
Q

What happens when the forces are;
(A) small
(B) large

A

(A) - bonds stretch reversibly so they behave elastically (Hooke’s Law)

(B) - strained bonds snap and migrate in the direction the stress is applied

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16
Q

When does edge dislocation stop?

A

The dislocation carries on until it reaches the edge of the crystal

17
Q

What strengthens materials?

A
  • having smaller grains restricts movement

- introducing foreign atoms

18
Q

What is the elastic limit on a crystalline stress-strain graph?

A

Where no bonds are broken. If the force is removed, the material will return to its original shape

19
Q

What is the yield point?

A

Where large extensions occur as planes of atoms slide past each other

20
Q

What is the plastic region?

A

Where bonds are broken so will NOT return to original shape

21
Q

What do ductile materials do at the end of stress-strain graph

A

They become narrower and extend rapidly until breaking

22
Q

What features does a polymeric material have?

A

A polymeric material has strong covalent bonds called cross-links which form between molecules allowing the molecules not to slide past each other

23
Q

What does adding impurities do to a polymeric material?

A

Adding impurities makes the material rigid however these impurities are scarce

24
Q

Explain what happens at the start of a polymeric stress-strain graph

A

There are weaker bonds formed called vat der waals. These form between molecules to keep the molecules together making it harder to stretch (steep gradient)

25
Explain the second part of the graph
The van der waal forces break easily and rapidly which therefore untangles the molecules. This makes large extensions with little strain (low gradient)
26
Explain the final part of a polymeric stress-strain graph
The molecules have straightened meaning to stretch the material further, you are lengthening cross-links and lengthening strong bonds between the molecules (steeper gradient)
27
Definition of stress?
Stress is the force per unit cross-sectional area when equal opposing forces act on a body
28
Definition of strain?
Strain is the extension per unit length due to an applied stress
29
Definition of young modulus?
Stress per unit strain Hooke's Law region