Further mechanics Flashcards

(36 cards)

1
Q

Where does the centripetal force act?

A

Towards the centre of the circle

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2
Q

Why is an object travelling at a constant speed in circular motion still accelerating?

A

The direction at which the object is travelling is constantly changing meaning that although the speed is constant, the velocity of the object is constantly changing (as velocity is a vector), therefore if the velocity is changing then the object must be accelerating (because acceleration is a change in velocity over a time period)

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3
Q

What happens if the centripetal force of an object is circular motion is suddenly removed?

A

The object will travel in a straight line in the direction of the tangent at the point at which the force was removed

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4
Q

Why can’t a centripetal force cause an increase in speed?

A

The force always acts perpendicular to the velocity of the object meaning no work is being done (as there is no component of the force acting in the direction of movement), so if no work is being done, there is no change in kinetic energy hence no change in speed

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5
Q

What is angular speed?

A

The rate at which an object rotates through an angle (the angle it rotates through per second)

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6
Q

What is centripetal acceleration?

A

The acceleration towards the centre of the circle that keeps the object moving in circular motion

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7
Q

What is meant by centripetal force?

A

The net force required to keep an object moving in circular motion at a constant speed

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8
Q

What is frequency in terms of an object moving in circular motion?

A

It is the number of complete revolutions per second

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9
Q

Explain why banked corners are used by cars to take corners at high speeds

A

When a car travells around a flat corner, the friction between the tyres and the road must provide all of the centripetal force needed to keep the car moving in a circle, however if the corner is banked, the road is tilted so instead of the normal reaction force acting vertically upwards it acts at an angle, meaning it has a component acting towards the centre of the circle helping to contribute to the centripetal force, meaning less friction is needed and the car can travel faster without skidding

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10
Q

What does simple harmonic motion look like?

A

In simple harmonic motion, the object oscillates back and forth about an equilibrium position, the motion is symmetrical, with constant frequency and maximum displacement at the amplitude

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11
Q

What is the condition for an object to be undergoing simple harmonic motion?

A

The acceleration of the object must be directly proportional to the negative of its displacement from its equillibrium position

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12
Q

Draw the graph of a against x for SHM

A

Look in booklet for answer

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13
Q

What is a restoring force?

A

The force that brings the thing that is oscillating back to the equilibrium position

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14
Q

Draw the SHM graphs for displacement, velocity and acceleration

A

Look in booklet for answers

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15
Q

Describe how the displacement, velocity and acceleration vary during one oscillation of a pendulum

A

At the miniumum amplitude the displacement is at a minimum, the velocity is zero and acceleration is at a maximum, then as the pendulum moves from the minimum amplitude to the equilibrium position the displacement increases up to 0, the velocity increases up to a maximum and the acceleration decreases down to 0, then as the pendulum moves from the equilibrium position up to a maximum amplitude the displacement increases up to a maximum, the velocity decreases down to a minimum and the acceleration decreases down to a minimum

(then this whole process repeats for the other half of the oscillation)

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16
Q

Draw the graph showing the variation of kinetic, grativational potential and total energy with displacement

A

Look in booklet for answer

17
Q

Describe the energy transformations that occur in a simple pendulum

A

As the pendulum moves from the amplitude to the equilibrium position GPE is transferred into KE and as it moves from the equilibrium position to the amplitude KE is transferred to GPE

18
Q

What is a free vibration?

A

An oscillation that occurs when an object or system is displaced from its equilibrium position and then allowed to oscillate without any external forces (no driving force) acting on it apart from the object or systems restoring force

19
Q

What is natural frequency?

A

The frequency of an object that is in free vibration (has no driving force it is just oscillating freely)

20
Q

What is a forced vibration?

A

An oscillation that occurs when an object or system is continuously driven by an external force at a certain frequency (hence it has a driving force)

21
Q

What is resonance?

A

When the driving frequency of an external force is equal to the natural frequency of a system, resulting in a large increase in the amplitude of the system

22
Q

Give some examples of resonance

A
  • A radio is tuned in so the electric circuit resonates at the same frequency as the radio station you want to listen to
  • A glass resonates when driven by a sound wave at the right frequency
  • A swing resonates if it is driven by someone pushing it at its natural frequency
23
Q

What is damping and what can cause it?

A

Damping is the process by which energy is gradually lost from an oscillating system, which reduces the amplitude of the oscillations, this can be caused by air resistance, friction, internal material resistance etc…

24
Q

What is critical damping?

A

A resistive force that returns an oscillating system to equilibrium in the shortest possible time without overshooting or oscillating

25
What is light damping?
A small resistive force that causes the amplitude of oscillations to gradually decrease over time, while the system continues to oscillate.
26
What is heavy damping?
A resistive force that prevents oscillations and causes the system to return slowly to equilibrium without overshooting or oscillating.
27
What can critical damping be used for?
Car suspension systems as it allows the system to return to equilibrium quickly without oscillating after a bump
28
What can heavy damping be used for?
Used for heavy doors so they don't slam shut and return to equilibrium slowly without oscillating
29
What can light damping be used for?
Instruments, pendulums and springs in air, where energy is slowly lost over time
30
Draw the graphs for light, heavy and critical damping
Look in booklet for answer
31
Describe the effect that damping has on resonance
Damping reduces the amplitude of resonance and broadens the resonance peak, the more damping there is, the lower the peak amplitude at the resonant frequency and the less sharp the resonance becomes
32
How does the displacement of a pendulum affect the damping force?
A greater displacement means a smaller damping force
33
How does the acceleration of a pendulum affect the damping force?
A greater acceleration means a greater damping force
34
Give an example of the effect of damping in a mechanical system
Some structures and buildings are damped to avoid being damaged by resonance, a tuned mass damper can be used so that when an earthquake or wind causes the structure to shake the mass damper moves in the opposite direction to dampen its oscillation (this is critical damping)
35
Give an example of the effect of damping in a situation involving stationary waves
Loudspeakers in a room create sound waves in the air, which reflect off of the walls of the room and at certain frequencies stationary sound waves are created between the walls of the room, this causes resonance and can affect the quality of the sound, so to stop this effect recording studios use soundproofing on their walls which absorbs sound energy and converts it into heat energy
36
What happens to a resonance peak as the damping force on a system increases?
The peak becomes broader as energy dissipates to the surroundings, but this energy dissipation happens over a wide range of frequencies creating a broader peak