Physics 30 Unit C- Electromagnetic Radiation & Quantum Physics

0.0(0)
learnLearn
examPractice Test
spaced repetitionSpaced Repetition
heart puzzleMatch
flashcardsFlashcards
Card Sorting

1/128

encourage image

There's no tags or description

Looks like no tags are added yet.

Study Analytics
Name
Mastery
Learn
Test
Matching
Spaced

No study sessions yet.

129 Terms

1
New cards

electromagnetic radiation (EMR)

radiant energy in the form of a wave. it is produced by the acceleration of electrons or other charged particles

2
New cards

EMR examples

heat waves, radiant waves, UV rays, X rays etc.

<p>heat waves, radiant waves, UV rays, X rays etc.</p>
3
New cards

How is EMR spectrum organized

by frequency and wavelength- they are inversely related, so as frequency increases along the spectrum, wavelength decreases

4
New cards

Wavelength

The distance between two corresponding parts of a wave

<p>The distance between two corresponding parts of a wave</p>
5
New cards

source

where waves originate from

6
New cards

medium

Material through which a wave travels

7
New cards

propagation

how waves move through space

8
New cards

frequency

number of cycles per unit of time

9
New cards

universal wave equation

v=f(lambda)

<p>v=f(lambda)</p>
10
New cards

Particle Model of EMR

EMR is a stream of tiny particles radiating outward from source (Newton believed this- it explains some of the properties of light, such as how metal absorbs light)

11
New cards

Particle Wave Model of EMR

Light is a stream of transverse waves radiating from a source

12
New cards

Young's Doubles Slit Experiment

light passed through two slits and created wave pattern (diffraction occured). this supported the wave theory of light

13
New cards

Particle theory and wave theory united

Einstein/Planck/Maxwell united the particle theory and wave theory. they discovered that light behaved sometimes like a wave and sometimes like a particle. this lead to the development of quantum mechanics

14
New cards

photons

(i.e what light is!) discrete unit of energy associated with electromagnetic fields. they have both and wave-like and particle-like properties

15
New cards

quantum model of light

Einstein's theory that light is emitted in mass less particles (photons). this united the particle and wave theory

16
New cards

what does a stationary charge produce?

gravitational field

17
New cards

what does a charge moving with uniform motion produce?

gravitational, electric, magnetic fields

18
New cards

what does an accelerating charge produce?

gravitational field and changing electric/magnetic fields

19
New cards

Maxwell's Theory

A changing electrical field produces a changing magnetic field

<p>A changing electrical field produces a changing magnetic field</p>
20
New cards

the energy and direction of the changing magnetic fields and changing electric fields in EMR are _______ to each other.

perpendicular (e.g if electric field is moving east/west, magnetic field will be moving up and down)

21
New cards

visible light according to energy

violet (most energy), indigo, blue, green, yellow, orange, red (least energy)

<p>violet (most energy), indigo, blue, green, yellow, orange, red (least energy)</p>
22
New cards

EMR from most harmful to least harmful

(higher frequency = more dangerous) gamma rays, x rays, uv -> radar, microwaves

<p>(higher frequency = more dangerous) gamma rays, x rays, uv -&gt; radar, microwaves</p>
23
New cards

determining the speed of light (early attempts)

galileo stood 1km away from assitant and timed how long it took to see a lantern (this was too fast!). Olaus and Christian used jupiter's moons and their periods to calculate how long it took light to travel from jupiter to earth (he was pretty close!)

<p>galileo stood 1km away from assitant and timed how long it took to see a lantern (this was too fast!). Olaus and Christian used jupiter's moons and their periods to calculate how long it took light to travel from jupiter to earth (he was pretty close!)</p>
24
New cards

Fizeau's experiment

-consisted of a rotating toothed wheel, a light source, some lenses and a mirror
-light passed through the hap in toothed wheel and traveled toward the mirror (8.63 km away)
-the height was reflected back to the toothed wheel and blocked by a tooth
-using rotational frequency, fizeau determined the time to go there and back

<p>-consisted of a rotating toothed wheel, a light source, some lenses and a mirror<br>-light passed through the hap in toothed wheel and traveled toward the mirror (8.63 km away) <br>-the height was reflected back to the toothed wheel and blocked by a tooth<br>-using rotational frequency, fizeau determined the time to go there and back</p>
25
New cards

Michelson's experiment

Timed a light beam as it traveled from one mountain to another and back again. His measure experimented the speed of light more accurately than ever before

<p>Timed a light beam as it traveled from one mountain to another and back again. His measure experimented the speed of light more accurately than ever before</p>
26
New cards

ray diagram

a diagram to show a result of a light ray interacting with a surface

<p>a diagram to show a result of a light ray interacting with a surface</p>
27
New cards

incident ray

a ray of light going toward a surface

<p>a ray of light going toward a surface</p>
28
New cards

point of incidence

the spot where the incident ray strikes the reflecting surface

29
New cards

reflected ray

the light ray that bounces off a surface

<p>the light ray that bounces off a surface</p>
30
New cards

normal line

divides the angle between the incident ray and the reflected ray into two equal angles

<p>divides the angle between the incident ray and the reflected ray into two equal angles</p>
31
New cards

angle of incidence

the angle between the incident ray and the normal

32
New cards

angle of reflection

The angle between the reflected ray and the normal

33
New cards

law of reflection

the angle of incidence is equal to the angle of reflection

<p>the angle of incidence is equal to the angle of reflection</p>
34
New cards

specular reflection

Reflection of light off a smooth surface

<p>Reflection of light off a smooth surface</p>
35
New cards

diffuse reflection

reflection of light from a rough surface

<p>reflection of light from a rough surface</p>
36
New cards

curved mirror vertex (v)

the geometric centre of the curved mirror surface

37
New cards

concave mirror

converging mirror

<p>converging mirror</p>
38
New cards

convex mirror

diverging mirror

<p>diverging mirror</p>
39
New cards

the centre of curvature (c)

the point in space that would represent the centre of the sphere from which the curved mirror was cut

<p>the point in space that would represent the centre of the sphere from which the curved mirror was cut</p>
40
New cards

the principal axis

an imaginary line drawn through the vertex perpendicular to the surface of the curved mirror

<p>an imaginary line drawn through the vertex perpendicular to the surface of the curved mirror</p>
41
New cards

focal point (F)

point where light rays meet or appear to meet

<p>point where light rays meet or appear to meet</p>
42
New cards

the focal distance (f)

distance from vertex to focal point

43
New cards

real image

a copy of an object formed at the point where light rays actually meet (positive f)

<p>a copy of an object formed at the point where light rays actually meet (positive f)</p>
44
New cards

virtual image

a reflected optical image (negative f)

<p>a reflected optical image (negative f)</p>
45
New cards

ray diagram concave mirror

(see image)

<p>(see image)</p>
46
New cards

ray diagram convex mirror

(see image)

<p>(see image)</p>
47
New cards

if the electric part of EMR oscillates west/east, the magnetic part oscillates

up down (perpendicular)

48
New cards

converging

concave mirror and convex lens

49
New cards

diverging

convex mirror and concave lens

50
New cards

image characteristics of a concave mirror-object before C

smaller, inverted, real

51
New cards

image characteristics of a converging mirror- object on C

same size, inverted, real

52
New cards

image characteristics of a converging mirror- object between C and F

larger, inverted, real

53
New cards

image characteristics of a converging mirror- object on F

no image

54
New cards

image characteristics of a converging mirror- object between F and V

larger, upright, virtual

55
New cards

Image characteristics of a CONVEX mirror (diverging)

virtual, diminished, erect (no matter location of object)

56
New cards

Image characteristics of a diverging lens

smaller, upright, virtual

57
New cards

lens diagram converging

convex (image is usually real)

<p>convex (image is usually <strong>real</strong>)</p>
58
New cards

lens diagram diverging

concave (image is virtual)

<p>concave (image is <strong>virtual</strong>)</p>
59
New cards

why do your legs look bent when you are standing in water?

light bends as it enters water

60
New cards

Refraction

a change in the direction of light as it passes from one medium to another. the denser medium "weighs" on light

<p>a change in the direction of light as it passes from one medium to another. <span class="bgB">the denser medium "weighs" on light</span></p>
61
New cards

refractive index

a measure of the light-bending ability of a medium

<p>a measure of the light-bending ability of a medium</p>
62
New cards

what does not change when light passes into another medium?

frequency

63
New cards

if light is faster in medium 1...

it bends towards the normal line

64
New cards

if light is slower in medium 1...

it bends away from the normal

65
New cards

when light bends from a low-index medium to a high-index medium (e.g air to diamond)...

it bends towards the normal line (higher refractive power)

66
New cards

wave diagram refraction

(see image)

<p>(see image)</p>
67
New cards

what changes when you enter a new medium?

speed, direction, wavelength (not frequency- anything that happens to a wave once it is created will not affect the frequency)

68
New cards

a wave of EMR travels from air to water. will the wave's velocity increase or decrease?

decrease! the denser medium slows down the wave

69
New cards

total internal reflection

the angle of incidence becomes so great that the EMR cannot escape the substance the incident is in

<p>the angle of incidence becomes so great that the EMR cannot escape the substance the incident is in</p>
70
New cards

white light

contains all wavelengths of the visible spectrum at equal intensity

<p>contains all wavelengths of the visible spectrum at equal intensity</p>
71
New cards

spectrum

the bands of colours making up white light

<p>the bands of colours making up white light</p>
72
New cards

dispersion

The separation of light into its component wavelengths

<p>The separation of light into its component wavelengths</p>
73
New cards

How does a prism split white light into different colors?

a prism has a high refractive index. incident light with a shorter wavelength (i.e violet) refracts the most. incident light with a longer wavelength refracts the least (i.e red). therefore the components of the light slow down relative to wavelength of different colours and separate

74
New cards

in thin lens...

real images are inverted and virtual images are erect

75
New cards

Diffraction

Occurs when a wave front encounters a small opening in a barrier. this causes the wave to change direction and bend around it

<p>Occurs when a wave front encounters a small opening in a barrier. this causes the <strong>wave</strong> to change direction and bend around it</p>
76
New cards

interference

the combination of two or more waves that results in a single wave

77
New cards

Huygen's Principle

a wavefront is made from tiny circular waves that ehn added together make up the wavefrontwave

<p>a wavefront is made from tiny circular waves that ehn added together make up the wavefrontwave</p>
78
New cards

wave reflection

waves "bounce back" from an obstacle

79
New cards

Interference

the combination of two or more waves that results in a single wave

<p>the combination of two or more waves that results in a single wave</p>
80
New cards

in phase

crests and troughs line up

<p>crests and troughs line up</p>
81
New cards

out of phase

crests and troughs don't line up

<p>crests and troughs don't line up</p>
82
New cards

in-phase interference causes

constructive interference (wave gets bigger)

<p>constructive interference (wave gets bigger)</p>
83
New cards

out-of-phase interference causes

destructive interference (wave gets smaller)

<p>destructive interference (wave gets smaller)</p>
84
New cards

double slit experiment

bright fringes and dark fringes form (see diagram). the bright fringes are constructive interference and the dark fringes are deconstructive interference. therefore, light is interfering and diffracting (both properties of waves)

<p>bright fringes and dark fringes form (see diagram). the bright fringes are constructive interference and the dark fringes are deconstructive interference. therefore, light is interfering and diffracting (both properties of waves)</p>
85
New cards

Poisson's Bright Spot

further supports the theory that light is a wave. bright or opaque disk displays bright dot in centre when exposed to light due to constructive interference

86
New cards

diffraction gratings

consist of multiple slits arranged in patterns. different numbers of slits change the number of fringes and their spacing

87
New cards

Use Huygens’ Principle to describe how interference can occur when a straight wavefront is incident on two narrow openings

Each opening acts as a point source (wavelet) and a circular wave front appears. These wavelets are in phase with the wave front and therefore interference occurs

<p>Each opening acts as a point source (wavelet) and a circular wave front appears. These wavelets are in phase with the wave front and therefore interference occurs</p>
88
New cards

Two incandescent white lights are placed close to one another. Explain why an interference pattern is not observed on a nearby screen

1. These white light emit light in random bursts. this is out of phase with one another 2. White light contains all colours of the spectrum. Both of these mean the light is out of phase and will not produce constructuve (aka observable) interference

89
New cards

transverse wave

particle motion perpendicular to wave propagation

<p>particle motion perpendicular to wave propagation</p>
90
New cards

longtitudinal wave

particle motion is parallel to direction of wave (slinky!)

<p>particle motion is parallel to direction of wave (slinky!)</p>
91
New cards

polarized light

light waves where vibrations are in a single plane. polarized light filters take regular light and only allow one dimension to travel through it

<p>light waves where vibrations are in a single plane. polarized light filters take regular light and only allow one dimension to travel through it</p>
92
New cards

what does a polarizing filter prove about light

a longitudinal wave wouldn't be affected by a polarizing filter. therefore, light is transverse, as it is affected by a polarizing filter

93
New cards

Why is the sky blue?

The air molecules scatter blue light better than red light, so more blue light reaches our eyes.

<p>The air molecules scatter blue light better than red light, so more blue light reaches our eyes.</p>
94
New cards

Relationship between temperature and colour

1. Hot, glowing objects emit a continuous range of wavelengths and hence a continuous spectrum of colours.
2. For a given temperature, the light emitted by the object has a range of characteristic wavelengths, which determine the object's colour when it glows
3. The hotter an object is, the bluer the light it emits. The cooler an object is, the redder its light is.

95
New cards

incandescent

glowing with hert

96
New cards

black body spectrum

a graph of this shows the relationship between temperature and wavelengths. the peak on the graph shows the predominant colour.

<p>a graph of this shows the relationship between temperature and wavelengths. the peak on the graph shows the predominant colour.</p>
97
New cards

black body radiation

Radiation emitted by a heated object

98
New cards

black bodies

perfect absorbers and emitters of radiation. when heat they perfectly radiate all wavelengths

99
New cards

maxwell's prediction of temperature and frequency

as long as the temperature of an object increases, the frequency of the e/m radiation should continue to increase (this is incorrect due to the UV catasrophe!)

100
New cards

UV catastrophe

according to classical physics (aka maxwell's predictions etc.) a hot object would emit its energy most effectively at short wavelengths, and the shorter the wavelength, the more energy that would be emitted. This means a match would emit some radiation in infrared, then most in visible/UV and a lot in the X RAY region. this would incinerate the entire universe