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IB Physics HL > 4. Waves > Flashcards

4. Waves Flashcards

1
Q

Define displacement

A

Distance of an oscillating particle from its equilibrium position in a specified direction

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2
Q

Define amplitude

A

The maximum displacement of an oscillating particle from its equilibrium position

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3
Q

Define wavelength

A

The distance between any 2 successive points in phase

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4
Q

Define period

A

Time taken for a particle to undergo 1 complete cycle of oscillation

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5
Q

Define frequency

A

No. of complete cycles of a particle per unit time

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6
Q

Define wave speed

A

Distance the wave profile moves per unit time

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7
Q

Define transverse waves

A

Waves in which the displacement of the particles of the medium is perpendicular to the direction of the wave motion

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8
Q

Define longitudinal waves

A

Waves in which the displacement of the particles of the medium is parallel to the direction of the wave motion

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9
Q

What are electromagnetic waves?

A

2 sinusoidal fields (E & B field), oscillating in phase and perpendicular to each other

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10
Q

State all electromagnetic waves, in ascending order of wavelength

A

Gamma rays, X-rays, ultra-violet radiation, visible light, infra-red, microwaves, radio waves

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11
Q

Wavelength of gamma rays

A

10^-14

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12
Q

Wavelength of X-rays

A

10^-10

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13
Q

Wavelength of ultra-violet radiation

A

10^-8

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14
Q

Wavelength of visible light

A

10^-7

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15
Q

Wavelength of infrared radiation

A

10^-5

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16
Q

Wavelength of microwaves

A

10^-2

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17
Q

Wavelength of radio waves

A

10^1

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18
Q

Define wavefront

A

A line joining the points of a wave that are in phase

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19
Q

Define ray

A

The path taken by the wave

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20
Q

Define intensity

A

The rate of energy flow per unit cross sectional area perpendicular to the direction of wave propagation
Power/Area

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21
Q

How is intensity related to amplitude and radius?

A

Proportional to the square of amplitude

Proportional to 1/r^2

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22
Q

State the principle of superposition

A

When 2 or more waves of the same kind exist simultaneously at a point in a medium, the resultant displacement of waves at a given point in time and space is the vector sum of the displacement due to each wave acting independently.

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23
Q

What is the polarisation of light?

A

When its electric fields oscillate in a single plane, rather than any direction perpendicular to the direction of propagation

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24
Q

What is Brewster’s Law?

A

If the reflected ray and refracted ray are at right angles to one another, then the reflected ray is totally plane-polarised

25
What is Malus's Law?
Measures the intensity of the polarised light beam after travelling through the polarizer
26
What happens to a wave which hits a fixed end?
It will be reflected in an inverted way | If it was a pulse going up there would be a pulse going down
27
What happens to a wave which hits a free end?
It will go up and then go in the opposite direction (visualise this since I can't really explain this)
28
What happens when a wave encounters a boundary? (less dense --> more dense)
(1) Pulse will be reflected back in the opposite direction in an inverted way with 180 deg phase change (2) Pulse will be transmitted on to the more dense medium with no phase change (more intense)
29
What happens when a wave encounters a boundary? (more dense --> less dense)
(1) Pulse will be reflected back in the opposite direction with no phase change (more intense) (2) Pulse will be transmitted on to the less dense medium with no phase change
30
What changes when a light ray enters another medium?
Wave speed changes --> wavelength changes
31
State Snell's law
n1/n2 = sin 2/sin 1
32
What is the critical angle?
The angle of incidence in the optically denser medium for which the angle of refraction in the less dense medium is 90 deg.
33
What happens when the angle of incidence is increased beyond the critical angle?
Total internal reflection takes place
34
State 2 conditions for TIR
1. Ray of light travels from optically denser medium to less dense medium 2. Angle of incidence in the optically denser medium is greater than crit angle
35
Define diffraction
The phenomenon of bending or spreading of waves when they pass through an obstacle or aperture
36
When will there be less or no diffraction (there's still an obstacle)?
When the aperture size is too big compared to the wavelength
37
When will there be greater diffraction? Why?
When the aperture size gets closer to the wavelength. When wavelength is greater or equals to aperture size, the wave acts like a point source and spreads out like a single ripple in water.
38
Define interference
When waves from 2 or more coherent sources superpose with one another producing a resultant wave
39
What does it mean when waves are coherent?
When waves have constant phase difference --> same omega, same wavelength, same speed, same frequency
40
What is the maxima and the minima?
Max: Lines of constructive interference, where resultant amplitude = 2x amplitude of one wave Min: Lines of destructive interference = 0 resultant amplitude
41
When does constructive interference happen? What is the path difference?
When 2 waves arrive in phase at one point. PD will be 0 or differ by an integral multiple of wavelength
42
When does destructive interference happen? What is the path difference?
When 2 waves arrive exactly out of phase at one point. PD will be (n + 1/2) wavelength, where n is an integer
43
What conditions must be fulfilled for 2 sources to produce an observable interference pattern? [3]
1. Coherent 2. Roughly same amplitude 3. Either unpolarised or have the same plane of polarisation
44
What is a condition that must be fulfilled in order for all the fringes to be equally bright
When slit width is very small compared to the wavelength --> Becomes like there are 2 point sources
45
What are the 4 conditions for standing waves?
1. Same type of wave 2. Same amplitude 3. Same frequency 4. Travelling in opposite directions
46
Define 'nodes' and 'antinodes'
Node: Points that show no displacement Antinodes: Points that show maximum displacement
47
What is the 1st harmonic like when both ends of the vibrating string are fixed?
N-AN-N | The reflected wave is inverted and cancels out at the ends, therefore forming a node
48
What is the 2nd harmonic like when both ends of the vibrating string are fixed?
N-AN-N-AN-N
49
What is the 1st harmonic like in a vibrating air column?
AN-N-AN Wave travels from higher pressure/density to lower pressure/density, so the less dense air outside acts as a soft boundary. The wave gets reflected back without being inverted & superposes at the ends of the air column.
50
What is the 2nd harmonic like in a vibrating air column?
AN-N-AN-N-AN
51
What is the 1st harmonic like in a tube closed at one end? | closed at the right side
AN-N | Superimposes on the left side without a fixed barrier, and cancels out on the right side with a fixed barrier.
52
What is the 2nd harmonic like in a tube closed at one end? (closed at the right side)
THERE'S NO 2ND HARMONIC HAHA PSYCH
53
What is the progression of harmonics like in all the 3 examples? 1. Fixed at both sides 2. Tube open at both sides 3. Tube open at one side
1. 1,2,3,4,... 2. 1,2,3,4,... 3. 1,3,5,7,9,...
54
What's the 3rd harmonic like in a tube open at one end? (open at left side)
AN-N-AN-N
55
What's the diff. between a stationary wave and a travelling wave in terms of energy?
Stationary: Energy not transmitted by wave, but energy is associated with it Travelling: Energy is transmitted by wave
56
What's the diff. between a stationary wave and a travelling wave in terms of amplitude?
Stationary: All points have diff. amplitudes Travelling: All points have same amplitudes
57
What's the diff. between a stationary wave and a travelling wave in terms of phase?
Stationary: All points between 2 nodes have the same phase (phase diff = 0) Travelling: All particles along a wavelength have different phases
58
What is a progressive wave?
A wave in which energy is transferred from particle to particle as the wave propagates.

IB Physics HL (6 decks)

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