5 - Waves and Particle Nature of Light Flashcards

1
Q

Define oscillation

A

Motion that repeats at regular intervals (periodic oscillation/harmonic motion)

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2
Q

One wave cycle = ?

A

One oscillation (2π/360°)

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3
Q

Define wave phases

A

They describe the stage of a wave’s oscillation

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4
Q

What is the phase difference when waves are in antiphase?

A

π (180°)

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5
Q

What is the phase difference when waves are said to be ‘in phase’?

A

They are at the same stage, so 0

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6
Q

What is the phase difference when waves are said to be in quadrature?

A

π/2 (90°)

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7
Q

f = ?

A

1/T

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8
Q

Transverse waves have oscillations ___ to its propagation?

A

Perpendicular

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9
Q

Longitudinal waves have oscillations ___ to its propagation?

A

Parallel

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10
Q

What does the microphone in the oscilloscope traces core practical do?

A

Uses small movements of its diaphragm to produce an electrical signal that mimics variation of pressure/displacement in a wave

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11
Q

What happens to amplitude when two waves (with same amplitude) are in phase?

A

Amplitude doubles (constructive intereference)

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12
Q

What happens to amplitude when two waves (with same amplitude) are in antiphase?

A

No amplitude (destructive interference)

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13
Q

Conditions for 2 waves to be coherent when in phase

A

-All peaks/troughs line up
-Waves have same amplitude and wavelength
-Constant frequency

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14
Q

Conditions for 2 waves to be coherent when they are out of phase

A

-Consistent phase difference
-Same amplitude and wavelength
-Constant frequency

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15
Q

Define standing wave

A

Due to the superposition of 2 waves with the same amplitude and frequency traveling at the same speed but in opposite directions

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16
Q

What is the phase change of a standing wave at the fixed end?

A

π (180°)

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17
Q

Define node

A

Points of 0 displacement on a standing wave

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18
Q

Define antinode

A

Points of maximum displacement on a standing wave

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19
Q

Distance between 2 nodes

A

λ/2

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20
Q

Distance between a node and antinode

A

λ/4

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21
Q

How does mass and tension affect frequency on a plucked string?

A

-Tension increase = frequency increase
-Length decrease = frequency increase
-Mass per unit length decrease = frequency increase (thinner string)

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22
Q

Define diffraction

A

The spreading out of waves when they pass through a gap/around an obstacle, especially when the size of the gap/obstacle is comparable to the wavelength of the waves

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23
Q

Define superposition

A

The principle that when 2 or more waves overlap, the resultant displacement at any point is the sum of the displacements of individual waves at that point

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24
Q

Define interference

A

The phenomenon that occurs when 2 or more waves meet and combine, resulting in a new wave pattern

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25
Q

Define constructive interference

A

In phase, increasing amplitude

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26
Q

Define destructive interference

A

Out of phase, reducing/nullifying the resultant wave

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27
Q

Equation for slit width

A

1x10^-3/Number of slits

28
Q

Define coherence

A

Same frequency and phase difference

29
Q

Define path difference

A

Difference in path traversed by the 2 waves, measured in terms of wavelength

30
Q

Coherence in respect to double slit experiment would mean…

A

Constant phase difference and frequency

31
Q

Fringes if the slit is too wide means that…

A

Slit pattern gets narrower - loses contrast

32
Q

Define refraction

A

When light travels through a material because it interact with particles in the material, it slows down. The more optically dense a material is, the more it slows down

33
Q

Define absolute refractive index

A

Ratio of speed of light in a vacuum (c) in the speed of light in the material (v)

34
Q

When does refractive index = 1?

A

When in a vacuum

35
Q

When does refractive index >1?

A

All other materials

36
Q

What happens to λ when entering a less dense medium?

A

λ decreases

37
Q

Snell’s Law

A

n1sinθ1 = n2sinθ2

38
Q

Define polarised light

A

Oscillations of the wave are restricted to only 1 plane (horizontal or vertical)

39
Q

What are the ways of polarising light?

A

-Using a polarisation filter
-By reflection

40
Q

What happens is 2 polarising (Polaroid) filters are used perpendicularly to one another?

A

1st one reduces ware into one plane halves (light intensity)
2nd one reduces the wave completely (reduces other plane)

41
Q

Define wave-particle duality

A

Electromagnetic radiation can act as a wave or a particle

42
Q

What is the photoelectric effect?

A

Light shone onto metal plate, causing elections to be released metal atoms to produce a measurable current.

43
Q

Name of electrons released in the photoelectric effect

A

Photoelectrons

44
Q

Define photosensitive

A

Materials that readily release photoelectrons

45
Q

How can a single atom be ionised?

A

Electrons on the outer shell can be ionised if a discrete amount of energy is absorbed by the atom

46
Q

How does a golden leaf electroscope work?

A

-If negatively charged, the gold leaf is repelled from the zinc rod
-When UV light is shone at it, some electrons gain enough energy to escape the zinc plate, neutralising it & the gold leaf falls

47
Q

Evidence for the photon model

A

-For any given metal with radiation below a certain threshold frequency, no elections are released, even is radiation is intense
-Provided frequency is above the threshold, electrons released instantaneously, even is radiation is weak
-More intense radiation = more electrons released
-E[k] of individual photoelectrons depends only on frequency of radiation

48
Q

If E[ph] < Φ, then…

A

Electron is unable to do sufficient work & cannot escape

49
Q

If E[ph] = Φ, then…

A

Electrons can be released, but cannot move away from the atom

50
Q

If E[ph] > Φ, then…

A

Electron can escape with a kinetic energy (E[ph] - Φ = E[k])

51
Q

When is the electronvolt (eV) used?

A

When dealing with individual electrons moving through a p.d. of a few volts

52
Q

1eV = …J?

A

1.6x10^-19 (charge of an electron)

53
Q

How to measure threshold frequency

A

-Electron’s E[k] can be measured with a photocell & opposing p.d.
- No opposing voltage = flow of current
-Opposing voltage forces elections to move to negative terminal & lose E[k] equivalent to the work done on it by the cell
-Pico ammeter then reads 0
-p.d. that just stops the flow = stopping potential

54
Q

What is the gradient & y-intercept of eV = hf - hf0?

A

Gradient = Planck’s constant
y-intercept = Φ

55
Q

What did Einstein suggest EM waves could exist as?

A

Discrete packets of energy (photons)

56
Q

Photon properties

A

-Can act as particles
-Will either transfer all or none of its energy when interacting with another particle
-Have no charge (neutral)

57
Q

Define electron energy levels

A

Energy values that electrons could have are limited to a small number of exact values in free atoms (e.g. gas)

58
Q

Define ground state

A

Electron in ‘normal’ circumstances. Lowest energy level, with quantum number of n=1

59
Q

How can an electron be lifted from the ground state?

A

By absorbing a photon with the exact same energy - lifts electron up & photon no longer exist

60
Q

What happens when an electron is already excited?

A

It will de-excite after a random amount of time

61
Q

What happens when an electron is de-excited?

A

-Drops either to ground state or an intermediate level (if there is one)
- Since electron now has less energy, a photon is emitted with the difference in energy

62
Q

Define ionisation

A

-n= ∞ has energy value 0, electron has left atom here
-This means that the energy required to ionise an atom in its ground state, its ionisation energy is equal to energy at the ground state (n=1)

63
Q

What does an absorption spectra look like?

A

-Coloured background
-Black lines

64
Q

What does an emission spectra look like?

A

-Black background
-Coloured lines

65
Q

Define photon

A

Discrete packet of electromagnetic radiation

66
Q

Define threshold frequency

A

Minimum frequency for there to be enough energy for electrons to be emitted from the surface

67
Q

Define Φ (work function)

A

The minimum amount of energy of a photon needed to release an electron