Materials Flashcards

(25 cards)

1
Q

What is the formula for density?

A

Density = Mass ÷ Volume

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2
Q

What is Hooke’s Law?

A

Force is directly proportional to extension: F = kΔL

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3
Q

What does ‘k’ represent in Hooke’s Law?

A

The spring constant (N/m), indicating stiffness.

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4
Q

What happens beyond the limit of proportionality?

A

Extension is no longer proportional to force; Hooke’s law no longer applies.

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5
Q

How do you find the extension of a spring?

A

ΔL = Stretched Length – Unstretched Length

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6
Q

What is shown by the straight-line section of a force-extension graph?

A

The region where Hooke’s Law is obeyed.

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7
Q

What is the significance of the gradient in a force-extension graph?

A

Gradient = Spring constant (k)

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8
Q

What is the elastic limit?

A

The maximum extension where the material still returns to its original shape.

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9
Q

Define tensile stress.

A

Stress = Force ÷ Cross-sectional Area (Pa)

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10
Q

Define tensile strain.

A

Strain = Extension ÷ Original Length (no units)

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11
Q

What is the ultimate tensile stress?

A

The max stress a material can handle before breaking.

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12
Q

What does the area under a stress-strain graph represent?

A

Elastic strain energy per unit volume.

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13
Q

What is yield stress?

A

The stress at which plastic deformation begins.

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14
Q

What is breaking stress?

A

The maximum stress before a material fractures

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15
Q

What is elastic deformation?

A

Material returns to original shape after load removed.

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16
Q

What is plastic deformation?

A

Material remains permanently deformed after load removed.

17
Q

What is a brittle material?

A

Breaks with little or no plastic deformation (e.g. glass)

18
Q

What is a ductile material?

A

Stretches significantly before breaking (e.g. copper)

19
Q

What do shock absorbers in vehicles do?

A

Convert kinetic energy into heat to dampen motion.

20
Q

Why do shock absorbers help with control and comfort?

A

They reduce vibrations and maintain tire-road contact.

21
Q

What does the Young modulus measure?

A

The ability of a material to withstand changes in length when a load is applied — a measure of stiffness.

22
Q

Why is Young modulus important for engineers?

A

It helps ensure materials used can withstand sufficient forces without deforming too much.

23
Q

What are the units of Young modulus?

A

Pascals (Pa), since strain is dimensionless.

24
Q

How can you find the Young modulus from a stress-strain graph?

A

It is the gradient (slope) of the linear (straight-line) region where Hooke’s law applies.

25
What does the area under the linear region of a stress-strain graph represent?
The elastic strain energy stored per unit volume of the material.