Topic 4 - Waves Flashcards

Paper 1

1
Q

What do waves transfer

A

Transfer energy and information without transferring matter

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2
Q

Describe evidence that with water and sound waves it is the wave and not the water or air that travels

A

Ripples on a water surface cause floating objects, such as twigs, to bob up and down, but not across the water.
A strummed guitar string creates sound waves that reach the ear without creating a vacuum by carry air.

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3
Q

Define frequency and what is it measured in

A

The number of waves produced by a source each second or the number of complete waves passing a certain point per second.
It’s measured in hertz (Hz) where 1 hertz is 1 wave per second.

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4
Q

Define wavelength and what is it measured in

A

The distance between the same point on two adjacent waves.
It’s measured in metres

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5
Q

Define amplitude

A

The maximum displacement of a point on the wave from its undisturbed/rest position

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6
Q

Define period

A

The amount of time it takes for a full cycle of the wave to be completed.

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7
Q

What equation links period and frequency

A

Period = 1/frequency
T=1/f

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8
Q

Define wave velocity

A

The speed of a wave in a certain direction

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9
Q

Define wavefront

A

Imaginary lines drawn through identical points on waves, eg. through each crest. They’re perpendicular to the direction in which the wave is moving.

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10
Q

What are the differences between longitudinal and transverse waves

A

Transverse waves oscillate at right angles to the direction that they travel/transfer energy
Longitudinal waves oscillate parallel to the direction that they travel/transfer energy. They have areas of rarefaction (low density of particles) and areas of compression.

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11
Q

Give examples of transverse waves

A
  • All electromagnetic waves
  • Ripples on water
  • S-waves
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12
Q

Give examples of longitudinal waves

A
  • Sound waves
  • P-waves
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13
Q

What are the equations for wave speed/velocity

A

wave speed = frequency x wavelength
wave speed = distance/time

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14
Q

What symbol represents wavelength

A

λ

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15
Q

Describe how to measure the velocity of sound in air

A
  1. Set up two microphones next to a speaker, which is connected to an oscilloscope
  2. Move one microphone away from the speaker. Its trace will shift sideways on the oscilloscope.
  3. Keep moving it until the two traces on the oscilloscope are aligned once more, so measuring the distance between them would measure the wavelength
  4. Use the formula v=fλ to find the wave speed. The frequency can be found through the formula f=1/T
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16
Q

Describe how to measure the velocity of ripples on water surfaces

A
  • Fill a ripple tank with water to a shallow depth
  • Connect the dipper (which dips in and out of the water to produce ripples) to the signal generator and set it off at a known frequency
  • Dim the lights and turn on the strobe light to see a wave pattern made by shadows of the wave crests on the screen below the tank
  • Increase the frequency of the strobe light until the wave pattern on the screen appears to freeze and stop moving, because the frequency of the water waves and the strobe light are equal
  • The average wavelength can be measured with a ruler and the formula v=fλ can be used to find the wave speed where f is set by the strobe light and signal generator
17
Q

How can time and wave velocity be used to find distance/depth

A

Use the formula v=x/t

18
Q

What happens to waves at a boundary

A

Reflection - the waves bay bounce back from the second material
Transmission - the waves may carry on travelling through the new material, but can undergo refraction
Adsorption - the waves may be absorbed by the second material. This transfers energy to the material’s energy stores, usually the thermal store

19
Q

What happens during refraction

A

It occurs because waves travel faster in some materials than others, so the speed of a wave can change as it crosses a boundary between two materials
If a wave slows down, due to a denser material, at a boundary, it bends towards the normal
If a wave speeds up, due to less dense material, at a boundary, it bends away from the normal