Chapter 4 and 5 - Waves and Optics Flashcards

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1
Q

Transverse waves

A

Particles vibrating perpendicular to the direction of energy transfer
Transverse waves can be polarised so the vibrations are in just one plane. Crossed polaroids are able to completely block a transverse wave

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2
Q

Longitudinal waves

A

Vibrates parallel to the direction of energy transfer
Can’t be polarised

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3
Q

Mechanical waves

A

Require a medium to travel through e.g. water waves need water and sound waves need air

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4
Q

Electromagnetic waves

A

Can travel through a vacuum and most mediums. All electromagnetic waves are transverse.

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5
Q

Radian

A

180 degrees = pi radian
1 degree = pi/180 rad
55 degrees = 55 pi/180 rad

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6
Q

Amplitude

A

The maximum displacement from the equilibrium position (metres)

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7
Q

Frequency

A

The number of waves per second (Hz)

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8
Q

Time period

A

The time taken for 1 complete wave cycle
T = 1/f
f = 1/T

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9
Q

Wave speed equation

A

Frequency x wavelength

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10
Q

Progressive waves

A

Carries energy from one place to another without transferring any material

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11
Q

Phase

A

A measurement of the position of a certain point along the wave cycle

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12
Q

Phase difference

A

The amount one wave lags behind another. Phase and phase difference are measured in angles (in degrees or radians) or as fractions of a cycle.

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13
Q

Phase difference equation

A

2 x pi x distance / wavelength

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14
Q

Diffraction

A

Spreading out of a wave when it passes through a gap or past the edge of an object
Smaller gap = more diffraction
Smaller wavelength = less diffraction

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15
Q

Superposition

A

Occurs when 2 or more waves overlap. Their amplitudes combine at all points where they are overlapping.
The 2 wares at a node are always in antiphase with one another, so they always cancel each other out
At the anti-node, they are always in phase, so they combine to produce a larger wave

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16
Q

Stationary waves

A

Produced when 2 waves are moving at the same speed but opposite directions, and with the same amplitude and frequency

17
Q

Waves on strings

A

For a stationary wave to form on a string, the length must be a whole number of half-wavelengths

18
Q

Length of string equation

A

l = n x wavelength/2

19
Q

Amplitude of harmonics

A

The amplitude of each harmonic decreases, so the main note heard when plucking a string is the first harmonic. The higher harmonics are superposed onto the first harmonic

20
Q

Describe the frequency of a stationary wave

A

All particles except those at the nodes vibrate at the same frequency
Maximum = antinodes
Minimum = nodes

21
Q

Wavelength of a stationary wave

A

2x the distance of adjacent nodes

22
Q

Interference

A

Formation of points of cancellation and reinforcement where two coherent waves pass through each other

23
Q

Laser

A

Produces coherent, parallel beam of monochromatic light

24
Q

Modal dispersion

A

Lengthening of a light pulse as it travels along optical fibre due to continual total internal reflection of waves meaning some rays travel longer distance than others in fibre

25
Q

Single slit diffraction

A

The central fringe is double the width of the other fringes and much more intense

26
Q

Particle displacement

A

The distance of a particle from its equilibrium position in any given direction

27
Q

Refraction

A

Wave changes direction when its speed changes as it crosses a boundary

28
Q

Polarisation

A

(Transverse) wave oscillation is in just one plane

29
Q

How does polarisation work in sunglasses

A
  • light reflected from surfaces is (weakly) polarised in one plane (horizontal)
  • polaroid in sunglasses can be orientated to remove this reflected light, reducing glare
30
Q

Monochromatic

A

Single wavelength

31
Q

Properties of a laser

A

Monochromatic - only one wavelength
Coherent - waves have a constant phase difference
Collimated - produces an approximately parallel beam