Chapter 12 - Wave 2 Flashcards

1
Q

What happens when two waves superpose?

A

The resultant displacement can be greater or lesser than initial displacement

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2
Q

What dictates the magnitude of the final displacement of the superposed wave?

A

The phase difference between them

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3
Q

What happens to the magnitude of the final displacement if they are in phase?

A

There will be maximum positive displacement
Constructive interference (Even multiples of pi)

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4
Q

What happens to the displacement if the waves are antiphase?

A

The waves cancel out
Destructive Interference (Odd multiples of pi)

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5
Q

What is interference?

A

Interference is the pattern that is observed when superposition takes place

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6
Q

Practically, when can interference effect be observed?

A

In practice, interference effects are only observed when two coherent wave sources superpose

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7
Q

What are coherent wave sources?

A

Coherent wave sources are those that maintain a constant phase difference, at a point in space, with respect to time

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8
Q

What properties must a coherent wave source have?

A

Constant phase difference
Same Frequency

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9
Q

Why are sound wave interference patterns easily observed?

A

Large wavelengths
Slow wave speed

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10
Q

When are interference patterns of light observed?

A

When two coherent sources of light waves superpose

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11
Q

What is the path length difference?

A

The path length difference between two waves is the difference in length in the paths travelled by each wave

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12
Q

What must PLD and phase difference be for coherent wave sources?

A

PLD must be a fraction of the wavelength of the waves
PLD must directly correlate to the phase difference between two waves

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13
Q

What must PLD and phase difference be for constructive interference?

A

PLD of even multiple of wavelength///2
Phase difference of multiple of 2pi
This applies to young’s double slit experiment

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14
Q

What must PLD and phase difference be for destructive interference?

A

PLD of odd multiple of wavelength///2
Phase difference of odd multiple of pi
This applies to young’s double slit experiment

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15
Q

What is coherency?

A

Coherency is the potential for two waves to interact with them having a constant phase difference and same frequency

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16
Q

What is the set up for the young double split experiment?

A

Lamp
Colour Filter
Narrow Single Slit
Double Slits
Screen
Interference Fringe

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17
Q

Why is light put through the colour filter?

A

Colour filter produces a monochromatic source of light which limits the light to the same frequencies

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18
Q

Why is a single slit used?

A

A single slit diffracts to illuminate the double slit. The narrow slit ensures the light is of constant phase difference

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19
Q

Why are double slits used?

A

The double slit produces two sources of coherent waves

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20
Q

What happens after the double slits?

A

The light from each slit moves forward, they overlap and superpose, producing dark and bright fringes

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21
Q

What are dark and bright spots produced by?

A

Light waves in phase make bright fringes as they constructively interfere
Antiphase light waves make dark fringes they destructively interfere

22
Q

What are the variables in this practical?

A

Distance between slits and screens (D)
Slit separation (a)
Wavelength of incident light (y)
Fringe separation (x)

23
Q

What is the formula for the relationships between the young double slit experiment?

A

y = ax / d

Wavelength = (Slit separation x Fringe separation) /// Distance between slits and screen

24
Q

In what situation does this formula work?

A

The formula only works when slit separation is significantly smaller than distance between slits and screen

25
Q

What is a stationary wave?

A

A stationary wave is a wave that oscillates in time, but does not transfer any net energy

26
Q

How is a stationary wave formed?

A

A stationary wave is formed when two progressive waves of the same frequency, propagate in opposite directs, and superpose

27
Q

What is a node?

A

A node is a point of zero displacement in a stationary wave

28
Q

When does a node occur?

A

It is formed when the waves are in antiphase and destructively interfere

29
Q

What is an antinode?

A

An antinode is a point of maximum displacement in a stationary wave

30
Q

When does an antinode occur?

A

It is formed when the waves are in phase and constructively interfere

31
Q

What is the distance between each node/antinode?

A

The distance between each node/antinode is y/2 metres

32
Q

What is the phase difference between each node/antinode?

A

Pi radians

33
Q

What happens to points between adjacent nodes?

A

All points between adjacent nodes oscillate in phase (when one hits max displacement, so do others in their cycle)

34
Q

What is the difference in energy transfer in progressive and stationary waves?

A

In progressive waves, energy is transferred in the direction of the wave
Stationary waves have no net energy transfer

35
Q

What is the difference in wavelength between progressive and stationary waves?

A

For progressive waves, wavelength is minimum distance for between adjacent points in phase
For stationary waves, wavelength is twice distance between adjacent nodes

36
Q

What is the difference in phase difference between progressive and stationary waves?

A

For progressive waves, phase changes across one cycle of wave
For stationary waves, all points between two nodes are in phase, different sides of node are anti phase

37
Q

What is the difference in amplitude between progressive and stationary waves?

A

For progressive waves, all parts of the wave have same amplitude
For stationary wave, maximum amplitude at antinode and 0 at node

38
Q

What is the difference between nodes closer to the barrier and further away?

A

Nodes furthest away from the barrier are composed of waves with less energy, and so they are more wobbly as the waves have a lower amplitude and cannot completely destructively interfere with

39
Q

What is the fundamental frequency?

A

The lowest frequency sound that can be produced on a string of length, mass, and tension

40
Q

What are the determinants of a strings harmonics?

A

Length
Mass
Tension

41
Q

What is the relationship between each harmonic?

A

Every harmonic is a multiple of the first harmonic (f0)

42
Q

Where are the nodes in a pipe closed at one end?

A

The pipe is open at one end (antinode), closed at the other end (node)

43
Q

Where are the nodes in a pipe open at both ends?

A

The pipe is open at both ends so they must have an antinode at each end

44
Q

What is the fundamental frequency dictated by for a pipe?

A

For a pipe of given length, the density and temperature dictate the fundamental frequency as they dictate the speed of the wave

45
Q

What frequencies occur on both pipes?

A

Odd harmonics of the fundamental frequency occur on the one ended pipe.
All harmonics of the fundamental frequency occur on the open pipe

46
Q

What is the difference between nodes and maxima?

A

Nodes and antinodes only appear in standing waves
Points of interference are called minima or maxima

47
Q

Why do maxima and minima occur?

A

Two waves have travelled different distances from their sources because of the path length difference

48
Q

What is superposition?

A

Superposition is when two waves overlap and produce a singular wave

49
Q

Why does the fringe pattern become less obvious further from the centre?

A

The intensity of light further from the centre decreases as the path length difference increases leading to more destructive interference

50
Q

How do the properties of a harmonic change on a string?

A

The frequencies are multiples of first harmonic
The wavelengths of string follow trend:
2L / n
Therefore wavelength compared to the fundamental is 1/n

51
Q

How do the properties of a harmonic change in an open ended air column?

A

The frequencies are multiples of first harmonic
The length of column starts at (1/2)y and increases by (1/2)y

52
Q

How do the properties of a harmonic change in an air column with one open end?

A

Frequencies are odd multiples of first harmonic
Length of column starts at (1/4)y and increases by (1/2)y