Topic 4 Flashcards

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1
Q

Equation: Density *

A

ρ = m / v

ρ = density (kgm⁻³)

m = mass (kg)

v = volume (m-3)

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2
Q

Definition: Archimedes’ Principle

A

Upthrust is equal to the weight of the water displaced by the object.

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3
Q

Equation: Stoke’s Law *

A

F = 6πηrv

F = force opposing motion of object moving through fluid (N)

η = viscosity of fluid (Pa s)

r = radius of sphere (m)

v = velocity of object (ms-1)

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4
Q

What are the conditions needed to apply Stoke’s Law?

A
  • Small, spherical object moving slowly.
  • Laminar flow.
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5
Q

How does temperature affect viscosity?

A

As temperature increases, the viscosity decreases.

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6
Q

What is the difference between low and high viscosity?

A

Low viscosity = runny

High viscosity = sticky

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7
Q

Why does an object released in water accelerate downwards first before reaching a constant velocity?

A

Initially, the weight of the object is larger than the viscous drag + upthrust. As the object’s velocity increases, so does the viscous drag acting on the object. This occurs until the weight is equal to the viscous drag + upthrust, meaning there is no acceleration.

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8
Q

What is the relationship between forces of an object travelling with constant velocity in a liquid?

A

W = U + D

W = weight

U = upthrust

D = viscous drag

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9
Q

What are the forces acting on an object moving through a liquid?

A

Weight

Upthrust

Viscous drag

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10
Q

Why does upthrust decrease as a balloon rises?

A

Because the density of air decreases meaning the upthrust decreases.

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11
Q

Definition: Hooke’s Law

A

The extension of an object is proportional to the force applied, provided elastic deformation doesn’t occur.

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12
Q

Equation: Hooke’s Law *

A

ΔF = kΔx

ΔF = force applied (N)

k = stiffness (Nm⁻¹)

Δx = extension (m)

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13
Q

Definition: Limit of proportionality

A

The point at which an object stops obeying Hooke’s Law.

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14
Q

Definition: Elastic limit

A

The point at which the object will no longer return to its original length if stretched beyond.

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15
Q

Definition: Yield point

A

When plastic deformation begins and the extension quickly increases as force is increased.

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16
Q

Definition: Breaking force

A

The point at which the object will break, even if the force is reduced after this point has been reached.

17
Q

What are the features of a force-extension graph?

A

PL = limit of proportionality

EL = elastic limit

Y = yield point

BF = breaking force

18
Q

Definition: Elastic strain energy

A

The work done to stretch or compress an object.

19
Q

How do you stretch an object?

A

Apply a tensile force.

20
Q

How do you compress an object?

A

Apply a compressive force.

21
Q

Equation: Elastic strain energy *

A

ΔEel = ½FΔx

ΔEel = elastic strain energy (J)

F = force applied (N)

Δx = extension (m)

22
Q

How do you work out elastic strain energy from a graph?

A

The area below a force-extension graph.

23
Q

Definition: Stress

A

The force per unit cross-sectional area acting on an object. (Nm⁻² or Pa)

24
Q

Equation: Stress *

A

σ = F / A

σ = stress (Pa or Nm-2)

F = force (N)

A = cross-sectional area (m2)

25
Q

Definition: Breaking stress

A

The limit of force per unit cross-sectional area that may be applied without the unit failing.

26
Q

Definition: Strain

A

The extension per unit length of a material.

(no unit)

27
Q

Equation: Strain *

A

ε = Δx / x

ε = strain

Δx = extension (m)

x = original length (m)

28
Q

Definition: Young modulus

A

The ratio of stress to strain for a material that is behaving elastically which is a measure of stiffness for the object.

29
Q

Equation: Young modulus *

A

E = σ / ε

E = young modulus (Pa)

σ = stress (Pa)

ε = strain

30
Q

What are the features of a stress-strain graph?

A
31
Q

Definition: Viscosity

A

A measure of a fluid’s resistance to flow.

32
Q

What is elastic deformation?

A

When a small load is removed from a material and the material returns to its natural length.

33
Q

What is plastic deformation?

A

When a large load is removed from a material resulting in a permanent change in the length/shape of a material.