A-Level Physics: Waves and Particle Nature of Light: Overview

studied byStudied by 2 people
0.0(0)
Get a hint
Hint

what is amplitude?

1 / 119

flashcard set

Earn XP

Description and Tags

120 Terms

1

what is amplitude?

a wave’s maximum displacement from the equilibrium position

New cards
2

what is frequency?

the number of complete oscillations passing through a point per second

New cards
3

what is period?

time taken for one full oscillation

New cards
4

what is wave speed?

the distance travelled by a wave per unit time

New cards
5

what is the equation for wave speed?

frequency x wavelength

New cards
6

what is wavelength?

the length of one whole oscillation

New cards
7

what is a longitudinal wave?

wave where oscillation of particles is parallel to the direction of energy transfer

New cards
8

what is an example of a longitudinal wave?

sound waves

New cards
9

can longitudinal waves travel in a vacuum?

no

New cards
10

what happens to rarefactions and compressions in a longitudinal wave when pressure is applied?

rarefactions are decreased while compressions are increased

New cards
11

what is a transverse wave?

a wave in which oscillations of particles are perpendicular to the direction of energy transfer

New cards
12

what are examples of transverse waves?

electromagnetic waves

New cards
13

what two types of graphs can be used to show waves?

displacement-time graphs and displacement-distance graphs

New cards
14

what do displacement-distance graphs show?

how the displacement of a particle varies with the distance of wave travel

New cards
15

what does a transverse wave look like on a displacement-distance graph?

very similar to the actual wave

New cards
16

what can displacement-distance graphs be used for?

can be used to measure wavelength

New cards
17

what do displacement-time graphs show?

how displacement of a particle varies with time

New cards
18

what can displacement-time graphs be used for?

can be used to measure a period of a wave

New cards
19

what is phase?

the position of a point on a wave cycle

New cards
20

what is phase difference?

how much a particle or wave lags behind another particle or wave

New cards
21

what is path difference?

difference in distance between two waves

New cards
22

what is superposition?

where the displacements of two waves are combined as they pass each other, creating a resultant displacement that is the vector sum of each wave’s displacement

New cards
23

what is coherence?

where a series of waves has the same frequency and wavelength, as well as a fixed phase difference

New cards
24

what is wavefront?

surface used to represent points on a wave with the same phase

New cards
25

what is an example of a wavefront?

ripples around a rock dropped in water

New cards
26

what two types of interference can occur during superposition?

constructive interference and destructive interference

New cards
27

what is constructive interference?

where two waves interfere when they are in phase and their displacements are added

New cards
28

what is destructive interference?

where waves interfere when completely out of phase so their displacements are subtracted

New cards
29

when are waves in phase?

when they are at the same point of the wave cycle

New cards
30

what does it mean if two waves are in phase?

they are coherent, and their phase difference is an integer multiple of 360 degrees or 2 pi radians

New cards
31

when are waves completely out of phase?

when they are coherent and their phase difference is an odd integer multiple of 180 degrees or pi radians

New cards
32

what is the formula relating phase difference (in radians) and path difference?

path difference = (wavelength /2 pi) x phase difference

New cards
33

what is a stationary wave?

a wave formed by the superposition of 2 identical progressive waves travelling in opposite directions on the same plane

New cards
34

does a stationary wave transfer energy?

no

New cards
35

what occurs at points of constructive interference in a stationary wave?

antipodes (regions of maximum displacement) are formed

New cards
36

what occurs at points of destructive interference in a stationary wave?

nodes (regions of minimum or no displacement) are formed

New cards
37

how can a stationary wave be formed as an experiment?

a string is fixed at one end, and fixed to an oscillator at the other end

New cards
38

what will occur during the experiment forming a stationary wave?

the wave formed by an oscillator will be reflected at the fixed end of the string, and travel back along the string where the waves will superimpose

New cards
39

by what formula can the speed of a transverse wave on a string be calculated?

square root of tension/mass per unit length of string

New cards
40

what is intensity?

the power (energy transferred per unit time) per unit area

New cards
41

what is the equation for intensity?

power/area

New cards
42

what is the refractive index?

property of material which measures how much it slows down light passing through it

New cards
43

what is the formula for refractive index?

speed of light in a vacuum (3×10^8) / speed of light in that material

New cards
44

what is a material with a higher refractive index known as being?

more optically dense

New cards
45

when does refraction occur?

when a wave enters a different medium, causing it to change direction towards or away from the normal (depending on refractive index)

New cards
46

what law is used for calculations involving the refraction of light?

snell’s law

New cards
47

what is snell’s law?

(refractive index 1) x sin (angle of incidence 1) = (refractive index 2) x sin (angle of incidence 2)

New cards
48

what causes refraction?

as light moves across the boundary of 2 materials, the speed changes which causes the direction of the wave to change

New cards
49

when does the angle of incidence reach the critical angle?

as the angle of incidence increases, the angle of refraction increases until it reaches 90 degrees, so the wave is refracted across the boundary as the angle of incidence reaches the critical angle

New cards
50

what is the formula for the critical angle is one of the materials in air?

sin C = 1/n

New cards
51

what is the angle of incidence?

angle between the wave and the surface’s ‘normal’

New cards
52

when can total internal reflection occur?

when the angle of incidence is greater than the critical angle and the refractive index is greater than that of the material at the boundary

New cards
53

what is the procedure for finding the refractive index of a solid material?

-draw around a block of the material, then draw a line perpendicular to the outline to create a normal line.

-draw lines at 10 degree intervals from the normal then put the material back on top.

-using a ray box, shine a ray along a 10 degree interval, and mark where the light leaves the material, join this point to the normal.

-plot graph of the sin of the incident angle against the sin of the refracted angle, the gradient is equal to the refractive index

New cards
54

what are the two types of lenses?

converging and diverging

New cards
55

what is a converging lens?

lens that in curved outwards on both sides and causes parallel light rays to move closer together at a point

New cards
56

what is a diverging lens?

lens that is curved inward on both sides and causes parallel waves to move apart

New cards
57

what is the principal focus in a converging lens?

the point at which parallel light rays are focused

New cards
58

what is the principal focus in a diverging lens?

point from which light rays appear to come from

New cards
59

what is the focal length of a lens?

the distance from the centre of the lens to the principal focus

New cards
60

what is the power of a lens?

a measure of a lens’ ability to bend light

New cards
61

what is the value of power in a converging lens?

a positive value

New cards
62

what is the value of power in a diverging lens?

a negative value

New cards
63

what can a ray diagram be used for?

to map where an image will appear after passing through a lens

New cards
64

how can a ray diagram be drawn?

draw a line from the top of the object which passes through the centre of the lens, and another from the top of the object in a perpendicular line to the lens, then through the principal point

New cards
65

how can the power of a lens be found?

1/ focal length

New cards
66

what do thin lenses do?

allow rays to refract but not be dispersed

New cards
67

what is the equation for a combination of thin lenses?

resultant power= power of lens 1 + power of lens 2 + power of lens 3 + ….

New cards
68

what is a real image?

an image which can be projected onto a screen as light rays reach image location

New cards
69

what is a virtual image?

an image which cannot be projected onto a screen

New cards
70

how can distance be used to find power?

(1/distance a) + (1/distance b) = 1/ focal length = power

New cards
71

what is magnification of a lens?

ratio of the size of the image it creates with respect to the size of the object

New cards
72

how can magnification of a lens be found?

image height/object height

New cards
73

what is a polarised wave?

a wave is filtered so that oscillates in only one plane

New cards
74

what type of wave can be polarised?

transverse

New cards
75

what is an application of polarisation?

polarised sunglasses

New cards
76

how do polarising sunglasses work?

they block partially polarised light reflected from surfaces, as they only allow oscillations on a certain plane through

New cards
77

what is diffraction?

spreading out of waves when they pass through or around a gap

New cards
78

what does Huygen’s construction state?

every point on a wavefront is a point source to secondary wavelets which spread out to form the next wavefront

New cards
79

what can Huygen’s construction be used for?

to explain the diffraction of light when it meets an obstacle or passes through a gap

New cards
80

what is a diffraction grating?

a slide containing many equally spaced slits very close together

New cards
81

what is the zero order line?

ray of light that passes through the centre of a diffraction grating

New cards
82

what is the diffraction grating equation?

distance between slits x sin of angle to the normal = order x wavelength

New cards
83

what happens during electron diffraction?

electrons are accelerated through a vacuum towards a crystal lattice where they interact with small gaps between atoms and form an interference pattern in a fluorescent screen behind the crystal

New cards
84

what is the interference pattern created by the electron diffraction experiment?

concentric ring pattern

New cards
85

how does the electron diffraction experiment prove wave nature of electrons?

if electrons only had particle nature, they would look like a single point where the electron beam passes through the lattice. however instead it undergoes diffraction which can only be experienced by waves

New cards
86

what does the de Broglie hypothesis state?

all particles have wave nature and particle nature

New cards
87

what is the de Broglie equation used to find wavelengths of particles?

planck constant / momentum of a particle

New cards
88

what is an interface?

boundary between two materials

New cards
89

what are the two things that can occur at an interface?

waves can be transmitted or reflected

New cards
90

what happens when waves are transmitted at an interface?

waves are transmitted into the meat materials and may experience refraction if the materials have different refractive indices

New cards
91

what happens when waves are reflected at an interface?

waves bounce off the interface without passing into the next material

New cards
92

what is the pulse-echo technique?

technique in which ultrasound waves are released in short pulses and transmitted into a target, where it reaches a boundary between two mediums and the pulse is reflected back

New cards
93

what happens if the duration of the pulses in the pulse-echo technique is too long?

pulses are likely to overlap so the amount of information obtained will decrease

New cards
94

what does the photon model state?

electromagnetic waves travel in discrete packets called photons, which have an energy directly proportional to their frequency

New cards
95

how can electromagnetic radiation be describes in terms of the wave model?

as a transverse wave

New cards
96

what was light initially believed to be composed of?

tiny particles as this could explain the reflection and refraction of light

New cards
97

why was light later believed to be formed of waves?

as it was later proved to act as a wave through diffraction experiments

New cards
98

what is the current attitude towards the behaviour of light? why?

photoelectricity was discovered and the attitude towards composition of light changed again and led to the development of the photon model of light and wave-particle duality

New cards
99

what does the equation E=hf describe?

describes that photons have an energy that is directly proportional to their frequency

New cards
100

what is the photoelectric effect?

where photoelectrons are emitted from the surface if metal after monochromatic light above a certain frequency is shone on it

New cards

Explore top notes

note Note
studied byStudied by 5 people
Updated ... ago
5.0 Stars(1)
note Note
studied byStudied by 13 people
Updated ... ago
5.0 Stars(1)
note Note
studied byStudied by 29 people
Updated ... ago
5.0 Stars(1)
note Note
studied byStudied by 7 people
Updated ... ago
5.0 Stars(1)
note Note
studied byStudied by 7 people
Updated ... ago
5.0 Stars(1)
note Note
studied byStudied by 37 people
Updated ... ago
5.0 Stars(1)
note Note
studied byStudied by 13 people
Updated ... ago
5.0 Stars(2)
note Note
studied byStudied by 282 people
Updated ... ago
5.0 Stars(1)

Explore top flashcards

flashcards Flashcard93 terms
studied byStudied by 8 people
Updated ... ago
5.0 Stars(1)
flashcards Flashcard20 terms
studied byStudied by 9 people
Updated ... ago
4.0 Stars(1)
flashcards Flashcard34 terms
studied byStudied by 5 people
Updated ... ago
5.0 Stars(1)
flashcards Flashcard24 terms
studied byStudied by 35 people
Updated ... ago
5.0 Stars(2)
flashcards Flashcard112 terms
studied byStudied by 16 people
Updated ... ago
5.0 Stars(1)
flashcards Flashcard118 terms
studied byStudied by 11 people
Updated ... ago
5.0 Stars(1)
flashcards Flashcard47 terms
studied byStudied by 4 people
Updated ... ago
5.0 Stars(1)
flashcards Flashcard230 terms
studied byStudied by 90 people
Updated ... ago
5.0 Stars(1)