Progressive Waves Flashcards

(43 cards)

1
Q

What is a progressive wave?

A

An oscillation that travels through matter (or in some cases a vacuum) transferring energy from one place to another but not transferring any matter

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2
Q

How do transverse waves travel?

A

They travel in oscillations at 90° to the direction of energy transfer

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3
Q

Examples of transverse waves

A

Surface water waves, S waves, all electromagnetic waves

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4
Q

How does a longitudinalwave travel?

A

Longitude or waves travel in oscillations that vibrate parallel to the direction of energy transfer

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5
Q

Examples of longitude waves

A

Sound waves, p-waves

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6
Q

Features of a transverse wave

A

Mechanical waves - they can travel through solids but not liquid liquids

EM waves - they can travel through solid liquids and gases

They can be polarised

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7
Q

Features of longitude and waves

A

They can travel through solids and liquids

They cannot be polarised

They consist of compression and rarerefraction

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8
Q

Definition of displacement (waves)

A

The distance moved by particles from their usual position

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9
Q

Definition of frequency (waves)

A

The number of wavelengths passing a point per unit time (Hz)

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10
Q

Definition of time period or period of oscillation

A

The time taken for one oscillation or a wave to move one whole wavelength past a given point (seconds)

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11
Q

How do you calculate the time period of a wave?

A

Time period = 1/frequency

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12
Q

What is the law of reflection?

A

The angle that the light hits the surface will be the same as the angle the light is reflected at

Angle of incidence = angle of reflection

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13
Q

Describing an experiment to prove the law of reflection

A
  • Shine a ray of light from a light box onto a mirror surface
  • Draw the normal against the mirror (a perpendicular line)
  • Measure the angle of incidence (the angle between the incoming light ray and the normal)
  • Then measure the angle of reflection (the angle between the reflected ray and the normal)
  • The law of reflection will be proved if these angles are equal to each other

*repeat multiple times for multiple different angles

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14
Q

What is a wavefront?

A

 a surface made up of all points in a wave that are in faith with each other

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15
Q

Similarities between reflection and refraction

A
  • They both involve a wave changing direction at a boundary
  • The frequencies stays the same
  • Both involve energy transfer
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16
Q

Differences between reflection and refraction

A
  • Reflected waves remain in the same medium whereas reflected waves change medium
  • The wavelength of reflected waves stays the same whereas the wavelength of refracted waves changes
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17
Q

Why does the wavelength of a refracted wave change?

A

V or c = f λ
Frequency remains constant therefore if the speed changes (when travelling through a different medium) the wavelength must also change to maintain equality

V is directly proportional to λ
Meaning if one increases the other also increases

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18
Q

What happens to the frequency and wavelength when a wave reflects off a surface?

A

The speed changes, however the wavelength and frequency stay the same

19
Q

What is a concave mirror used for?

A

Concave mirrors reflect light inward to one focal light therefore they are mostly used to focus light

20
Q

Definition of refraction

A

When waves change direction and speed when passing from one medium to another - the change in density changes the speed

21
Q

How does light refract when travelling from air to glass?

A

It enters a denser medium, therefore it slows down

This means that the light bends towards the normal

22
Q

How does life react when travelling from glass to air?

A

It enters a less dense medium meaning it speeds up

This means that the light will bend away from the normal

23
Q

Where do you draw the normal?

A

90° to the surface it is perpendicular

24
Q

What equation do you use to find the refractive index?

A

n = c/v

Refractive index = speed of light in a vacuum / velocity of light in a substance

25
What is the refractive index?
A measure of how much the speed of the wave has changed
26
Five properties of electromagnetic waves
- transverse waves - oscillate perpendicular to the direction of travel - can travel through a vacuum - do not need a medium - transfer energy - exhibit wave particle duality
27
EM waves in order of longest to shortest
Radio waves, microwaves, infrared, visible, UV, x-rays, gamma rays
28
EM waves in order of highest to lowest frequency
Gamma rays, x-rays, UV, visible, infrared, microwave, radio waves
29
Equation for intensity
I = P/A Intensity = power / area Measured in W/m²
30
What is intensity measured in?
W/m²
31
Definition of intensity
Power per unit area
32
What is the relationship between wave intensity and amplitude?
Intensity ∝ amplitude ² This means if amplitude increases by a factor of 3, intensity increases by a factor of 9 (3²)
33
Define diffraction
The spreading of a wave when it passes through a gap or moves around an obstacle It is wave behaviour as particles cannot bend around a barrier but waves can
34
What is refraction?
The change of direction of a wave as it moves through a different medium/density it changes speed
35
If a wave travels into dense medium. How does the refractive index change?
It increases as the wave gets slower
36
If a wave travels into a less dense medium, how does the refractive index change?
It decreases as the wave gets faster
37
Refractive index of air
1.00
38
Refractive index of water
1.3
39
Refractive index of glass
1.50
40
Snell’s law
Sin c = 1/n nsinθ = constant
41
What equation do you not get given for refraction?
n1sinθ1 = n2sinθ2 n1 - refractive index of material 1 n2 - refractive index of material 2 θ1 - angle of incidence θ2 - angle of refraction
42
How would you plot a graph after measuring the angle of incident and the angle of refraction?
sin(i) / sin(r) = normal normal = gradient sin(i) - y-axis sin(r) - x-axis
43
Experiment to calculate the refractive index of a transparent semi-circular block
1. On a plain piece of paper draw around a protractor marking the perpendicular line through the centre 2. Place the semi-circular block on top of the markings with the centre of the aligned with the 0° on the protractor. 3. Set up the light box at an angle. 4. Using a pencil and ruler trace the right entering the block and leaving it. 5. Repeat this moving the right around every 10° up to 80° 6. Calculate each angle of incidence and each angle of refraction against the normal 7. Plot a graph of sinθ1/sinθ2 -The gradient or equal to refractive index m=n Systematic errors - the lines should be traced from the centre of the light each time Random errors - use a pencil with a sharp tip, use a concentrate laser to produce a more defined race so there’s less uncertainty when tracing the lines as a light box may be blurry, repeat experiment and find an average reading of each angle of refraction