Springs And Materials Flashcards

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1
Q

What is the limit of proportionality?

A

The point at which a material is no longer obeying Hooke’s Law but could still return to its original shape of the load were removed

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2
Q

What is the yield point?

A

The point at which a large amount of plastic deformation will take place with a constant or reduced load

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3
Q

What is elastic deformation?

A

Deformation in which the material may return to its original shape after the load is removed

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4
Q

What is plastic deformation?

A

Deformation which leaves the material permanently deformed

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5
Q

Give the equation for elastic strain energy

A

1/2ke^2

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6
Q

What is breaking stress?

A

The point at which the atoms of the material can no longer stand the force of the load and separate completely, breaking the material.

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7
Q

Describe what is meant by ‘stiff’

A

Having a high resistance to bending and stretching - a high Young modulus

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8
Q

What is toughness?

A

The amount of energy a material can absorb before it breaks

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9
Q

Describe what is meant by ‘brittle’

A

Breaking suddenly without any plastic deformation

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10
Q

Describe what is meant by ‘ductile’

A

A material keeping its strength even when deformed into wires

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11
Q

Describe what is meant by ‘hard’

A

Very resistant to cutting, indentation (denting), and abrasion (scratching)

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12
Q

Describe what is meant by ‘malleable’

A

A material changing shape easily but losing its strength

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13
Q

Give the equation to find the total spring constant of two springs in parallel

A

k = k1 + k2

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14
Q

Give the equation to find the total stress in two springs in parallel

A

F = F1 + F2

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15
Q

Give the equation to find the total strain of two springs in parallel

A

x = x1 = x2

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16
Q

Give the equation to find the total stored energy in two springs in parallel

A

E1 = E1 + E2

17
Q

Give the equation to find the total spring constant of two springs in series

A

1/k = 1/k1 + 1/k2

18
Q

Give the equation to find the total stress of two springs in series

A

F = F1 = F2

19
Q

Give the equation to find the total strain of two springs in series

A

x = x1 + x2

20
Q

Give the equation to find the total stored energy of two springs in series

A

E = E1 + E2

21
Q

Define ‘elastic strain energy’

A

All the work done before reaching the elastic limit.

The area under the line of a force-extension graph