4.4 Waves Flashcards

(58 cards)

1
Q

What is a progressive wave

A

An oscillation that travels through matter or a vacuum, transferring energy (not matter) from one place to another

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2
Q

What happens to the particles in progressive waves

A

They vibrate as the wave passes through them but don’t move along with the wave

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3
Q

What are the two types of progressive waves

A

Transverse and longitudinal

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4
Q

What is a transverse wave and give an example

A

Where oscillations are perpendicular to direction of energy transfer

Eg EM waves

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5
Q

What does a transverse wave look like

A

They have peaks / troughs at the maximum / minimum points of displacement

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6
Q

What are longitudinal waves and give an example

A

Where particles oscillate parallel to direction of energy transfer

Eg sound waves

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7
Q

What do longitudinal waves look like

A

Areas of compressions where particles are close together and areas of rarefaction where particles are spread out

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8
Q

What is the displacement of a wave and state its units

A

The distance form the equilibrium position to the given point in a particular direction

Metres (m)

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9
Q

What is the amplitude of a wave and state its units

A

The maximum displacement from its equilibrium point

Metres (m)

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10
Q

What is wavelength (λ) and state its unit

A

The distance from peak to peak on a wave oscillating in phase

Metres (m)

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11
Q

What is the time period (T) and state its units

A

The time taken for a full oscillation of one wavelength to pass a given point

Seconds (s)

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12
Q

What is the frequency (f) and state its units

A

The number of complete oscillations passing a point per unit time

Hertz (Hz)

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13
Q

What is wave speed (v) and state its units

A

The distance travelled by a wave per unit time

Metres per second (ms -1)

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14
Q

What is phase difference and state its units

A

The difference in displacement of particles along a wave or two waves

Radians

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15
Q

What is in phase

A

When the particles oscillate in sync with each other

Phase difference will be a multiple of 2π

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16
Q

What is antiphase

A

When the particles are oscillating with a phase difference of an odd multiple of π

They are half a wavelength apart

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17
Q

What is out of phase

A

When the particles are not moving in phase or in antiphase

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18
Q

What is the equation for frequency (f)

A

Frequency (Hz) = 1 / time period (T)

f = 1/T

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19
Q

What is the equation for wave speed (v)

A

Wave speed (ms -1) = frequency (Hz) x wavelength (m)

V = f λ

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20
Q

What is reflection

A

When a wave changes direction at a boundary between two media, remaining in the original medium

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21
Q

What is the relationships between the angles in reflection

A

Angle of incidence = angle of reflection

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22
Q

What happens to the wavelength / frequency / wave speed in reflection

A

All stay the same

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23
Q

What is refraction

A

When the wave changes direction due to a change in speed when it enters a new medium

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24
Q

What happens to the wavelength / frequency and/ wave speed in a denser material in refraction

A

Wave speed - longitudinal speed up, transverse slow down
Frequency - stays the same
Wavelength - changes proportionally to wave speed

25
What is diffraction
The spreading out of a wave for t as it passes through a gap
26
How does diffraction vary with the size of the gap
Smaller than wavelength - no diffraction as wave doesn’t pass though Equal to wavelength - maximum diffraction Bigger than wavelength - diffraction will decrease gradually
27
What happens to the wavelength / frequency / wave speed in diffraction
All stay the same
28
What is polarisation
Unique to transverse waves When oscillation of the wave is restricted to only one plane (plane polarised)
29
How are light waves and microwaves polarised
Polarising filters - when two polarising filters are perpedicular to each other they completely block light Metal grilles - free electrons in the metal bar cancel out the electric field around the grille and absorb it - the horizontal electric field passes as if the grilles are positioned vertically and vies versa
30
What is intensity (I) of a progressive wave and state its units
The radiant power passing at a right angle per unit area Watts per metre squared (Wm -2)
31
What are the equations for intensity (I)
Intensity Wm-2) = power (W) / area (m2) I = P/A Intensity (Wm-2) ∝ Amplitude2 (m) I ∝ A2
32
What are electromagnetic (EM) waves
Transverse waves Travel in a vacuum All travel at the speed of light in a vacuum 3.0x108 ms-1
33
Name the EM waves in order from lowest frequency to highest
Radio waves Microwaves Infrared Visible light Ultraviolet X-rays Gamma rays
34
What happens to the energy of the waves as frequency increases
It increased meaning the aves become more ionising and harmful to cells This is why UV, X-rays and gamma rays can cause cancer
35
What is the main use of radio waves
Communications (radio and TV)
36
What are the main uses of microwaves
Heating food Communications (Wi-Fi, mobile phones, satellites)
37
What are the main uses of infrared
- remote controls - fibre optic communications - thermal imaging (medicine and industry) - night vision - heating and cooking - motion sensors
38
What is the main use of visible light
Seeing things Taking photos or videos
39
What are the main uses of UV
- Security marking (fluorescence) - fluorescent bulbs - tanning
40
What is the main use of X-rays
X-ray images (medicine, industry, airport security)
41
What is the main use of gamma rays
- sterilising medical instruments - cancer treatment
42
What is the principle of superposition
When two or more waves with the same frequency arrive at a point, the resultant displacement in the sum of the displacements of each wave
43
What is constructive interference
Where both displacements are in the same direction and add together
44
What is destructive interference
Where individual displacements are in opposite directions and counteract each other leaving a flat line
45
When are waves coherent
When they are emitted with a constant and unchanging phase difference
46
What is interference
The superposition occurring between two coherent waves when phase difference is an event multiple of pi so the crests of the wave combine
47
When does minimum resultant displacement occur
When phase difference is an odd multiple of pi so one crest and one trough act to cancel earth other out
48
What is the equation for wavelength used in Young’s double-slit experiment
Wavelength (m) = ( distance between slits (m) x distance between maxima (m) ) / distance between double slits and the screen (m) λ = ax/D
49
What is the equation for refractive index (n)
Refractive index = speed of light (ms-1) / speed of light in medium (ms-1) n = c/v
50
What is total internal reflection
When no refraction occurs Light must be travelling from a medium with a higher refractive index to a lower refractive index Angle of incidence must be above the critical angle
51
What is the equation to work out the critical angle (C)
sinC = n2/n1
52
What is a stationary wave
A wave that stores energy It appears to stay in place
53
How do stationary waves form
When two or more progressive waves superpose
54
What conditions are needed to form stationary waves
- two progressive waves travelling in opposite directions - same frequency - almost the same amplitude - same speed
55
What is a node
The region of the stationary wave with the displacement of zero
56
What is an anode
The region of the stationary wave at maximum displacement
57
what is the separation between adjacent nodes
half the wavelength λ/2
58
What is the equation used in polarisation
Final intensity (Wm-2) = original intensity (Wm-2) x cos2(θ) I = I0cos2(θ)