Triple Waves Flashcards

1
Q

What happens during diffraction in water waves?

A

When straight water waves are directed towards a narrow gap between two barriers, they curve and spread out after passing through. This is diffraction.
* There is no change in wavelength

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2
Q

What does the amount of spreading of waves during diffraction depend on?

A

The amount of spreading depends on how the size of the gap compares to the wavelength of the waves:
if the gap side is comparable to the wavelength, then the spreading is substantial
if the gap size is much larger than the wavelength, the spreading is much less noticeable

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3
Q

What else should you remember about diffraction?

A

A gap is just two edges, and that in fact waves will ‘band round’ past a single edge e.g. radio waves that are diffracted as they pass over hills

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4
Q

What other types of waves can be diffracted?

A

All waves - transverse and electromagnetic

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5
Q

What does the gap have to be like for the diffraction of light waves?

A

Because the wavelength of light is so small, a very small gap has to be used to demonstrate the effect.
In practice a slit about 0.1mm wide is used: while this is clearly much larger than the wavelength, enough spreading is produced to be observable

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6
Q

What is an analogue signal?

A

One that has a wide range of continuously varying levels- like a sound recorded by a microphone and stored on a vinyl disc
Analogue signals are initially a very faithful ‘record’ of an event, but are very susceptible to interference

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7
Q

What would happen if a light wave was carrying an analogue signal?

A

It would mean that the brightness of the wave would vary with the amplitude signal

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8
Q

What is a digital signal?

A

One that has only two levels (on or off, 1 or 0). It represents a binary number.

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9
Q

What would happen if a light wave were carrying a digital signal?

A

The light would be either on or off

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10
Q

How can analogue signals be turned into digital signals?

A

By the process of sampling - this involves measuring how big the analogue signal is several times during each cycle and then turning the results into binary numbers

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11
Q

How can better quality digital signals be obtained from sampling?

A

By using a higher sampling rate - 44kHz - i.e. 44,000 samples a second has long been used for CD quality music
By using a higher sampling resolution - e.g. 24 bit (with 16,777,216 levels) rather than 16 bit (with 65,536 levels)

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12
Q

Why is some information lost as analogue signals are turned into digital ones during the sampling process?

A

Because the analogue signal may change significantly between samples

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13
Q

What are the advantages of using digital signals rather than analogue signals?

A

1) digital signals are less prone to inference - even if the pulses get degraded or deformed as the signal is transmitted, no information is lost as long as you can tell there is still a pulse there, so, for example digital radio is clearer than analogue radio, and digital TV has sharper pictures
2) compression techniques enable digital signals to be reduced in size - e.g. MP3 encoding, JPEG image compression
3) digital signals can be manipulated much more easily, as in image processing

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14
Q

How can digital signals be made to carry more information?

A

1) increased frequency
2) using an additional signal level
3) transmitting multiple signals at the same time with just one cable or EM wave
4) increase the bandwidth - bandwidth is the amount of space on the carrier wave, the range of frequencies you need to accommodate the carrier wave and the information it is carrying
5) compress a digital signal that fits into a smaller bandwidth - this is done by sending the new information e.g. things in an image that have changed, if the image remains the same, no more information is sent

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15
Q

What is the wavelength of sound waves?

A

Roughly 1m

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16
Q

What kind of gap can significant diffraction of sound waves be experienced?

A

Gaps of a similar size to 1m - like a doorway or window - this is one of the reasons that sound can be ‘heard round corners’

17
Q

What do sound waves (or any wave) have to do when it is produced?

A

They have to travel through a ‘hole’ e.g. your mouth or the edge of a loudspeaker cone - since in both of the examples the size of the source is smaller than the average wavelength, the sound produced will diffract over a wide area, which is generally the desired outcome

18
Q

How would you obtain a narrow beam of sound (or any wave)?

A

The size of the source must be considerably larger than the wavelength to reduce diffraction and the consequent spreading of the beam

19
Q

What is an oscilloscope?

A

A device that can display a graph of alternating (often rapidly alternating) potential difference
The screen displays a graph of how the amplitude of the sound wave varies with time

20
Q

How can the wave nature of the sound be investigated?

A

By using a microphone - this turns the vibrations of the air molecules into electrical signals that can be displayed on an oscilloscope

21
Q

How would you use an oscilloscope to determine the frequency of a sound wave?

A

The x-axis on the graph drawn on an oscilloscope represents time.
So the time for one complete cycle of a sound wave - which is called the period - can be read off the oscilloscope fairly easily.
e.g. if the time period is 0.02s, the frequency of the wave is equal to 1 / period so:
frequency = 1 / period = 1 / 0.02s = 50Hz

22
Q

How would you use an oscilloscope to measure the speed of sound?

A

Use an oscilloscope and two microphones
Set the signal generator to give a sound with a frequency of about 1kHz
Start with the microphones close together, and observe how the two traces on the oscilloscope compare
Then move one microphone further away from the loudspeaker until it is one complete wavelength away from the first - you know you have arrived to this point when the traces on the oscilloscope screen are exactly above one another
Measure the distance between the microphones to get the wavelength of the sound, and use the oscilloscope screen to find an accurate value for the frequency.
The speed of sound can then be worked out using the formula v = f x wavelength

23
Q

What does the loudness of a sound depend on?

A

The amplitude of the wave (vibration) - large amplitude, large sound

24
Q

What does the pitch of a sound depend on?

A

The frequency of the wave (vibration) - higher frequency, higher pitch