perception - 11 intro

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Last updated 11:24 AM on 5/24/26
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21 Terms

1
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What is sound?

-variation In pressure of air

-picked up by ears and reulsts in perception of sound

2
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frequency + wavelength

Wavelength is the distance between one peak (in pressure) and the next (blue)

Frequency is the number of pressure cycles per second at point in space (Hz) (red)

-if frequncy is faster wavelength will be shorter

<p>Wavelength is the distance between one peak (in pressure) and the next (blue)</p><p>Frequency is the number of pressure cycles per second at point in space (Hz) (red)</p><p>-if frequncy is faster wavelength will be shorter</p>
3
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sounds vs light waves - numbers

speed: 340 m/s 300,000,000 m/s

wavelengths: 1.7 cm to 17 m 400-700 nm

Frequency: 20-20,000 Hz Thz (trillions of cycles persecond)

4
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what the differences with sound waves mean

-can almost forget light is wave and can think it as ray

-because so small/speedy

1) Sound transmission from place to place can cause discernible delays (as the speeds are discernable to a human - can see before here)

2) The perception of different frequencies/wavelengths is much more significant for hearing

3) Sound can wrap around obstacles (eg your head, obstacle, corners - unlike light)

5
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water waves analogy

Imagine two sets of water ripples meet

-useful analogy

Waves on the surface of water are a useful analogy

-go out in circles around where smth happens on water

The only important difference is that sound waves radiate in three dimensions, rather than two - the wavefront is spherical, not circular.

-when waves meet they pass through each other

-any point on water surface is now two waves added together

6
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physical vs psychological terms highness

frequency (Hz) vs pitch (psych)

-relayed in a simple linear relationship -- but how this works is controversial

7
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physical vs psych volume

Physical

-amplitude - how much pressure varies (Pa or N/m squared)

-intensity - about energy levels relate to pressure squared (W/msquared)

-sound level (decibels)

Psychological

-loudness

8
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defining 0 dB

The faintest sound you can hear at 1 kHz is a fluctuation of about 20 micro-Pascals. This value is used as the definition of 0 decibels (dB) Standard Pressure Level (SPL).

9
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comparing pressure levels

atmohsperic pressure is approximately 100,000 Pa

the faintest sound is a 0.00000002% change in air pressure!!! (the 0db)

<p>atmohsperic pressure is approximately 100,000 Pa</p><p>the faintest sound is a 0.00000002% change in air pressure!!! (the 0db)</p>
10
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The detectable frequency ranges for different species

-mammals are good - ggenerally long range

-and generally these ranges are the same size

<p>-mammals are good - ggenerally long range</p><p>-and generally these ranges are the same size</p>
11
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Detection threshold at different frequencies

-humans go up to 20 kHZ but it gets a loss worse especially with ages

sooo confused

<p>-humans go up to 20 kHZ but it gets a loss worse especially with ages</p><p>sooo confused</p>
12
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faintest + most intense sound you can hear + in between

The faintest sound you can hear is 0 dB (SPL).

The most intense sound youcan bear is 120 dB (SPL).

What happens in between?

-people will adjust convo volume so always about 10 louder than outside

<p>The faintest sound you can hear is 0 dB (SPL).</p><p>The most intense sound youcan bear is 120 dB (SPL).</p><p>What happens in between?</p><p>-people will adjust convo volume so always about 10 louder than outside</p>
13
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loudness and decibells

Loudness does not increase in proportion with either sound amplitude or intensity.

This is one reason why sound engineers invented decibels. In decibels a ten-fold increase is 10 dB and a hundred-fold increase is 20 dB etc.

A ten-fold increasing in intensity (i.e. 10 dB) is about equivalent to a doubling of loudness (so still not quite right)

14
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Magnitude estimation of loudness

Listener assigns numbers to the loudness of each sound which varies in level, compared to a reference sound with the value of "100"

-makes slope which doubles every 10 db

<p>Listener assigns numbers to the loudness of each sound which varies in level, compared to a reference sound with the value of "100"</p><p>-makes slope which doubles every 10 db</p>
15
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Do sounds of the same pressure level but different frequencies have the same loudness?

Nope!

Equal-loudness contours

-the curves represent equal loudness as generally perceived by human ear and this changes across frequency

-this means listening to music at low sound levels base can fall away whereas stronger at high levels

<p>Nope!</p><p>Equal-loudness contours</p><p>-the curves represent equal loudness as generally perceived by human ear and this changes across frequency</p><p>-this means listening to music at low sound levels base can fall away whereas stronger at high levels</p>
16
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what decibels/loudness effected by

Decibels is a physical measurement of enrgy in the sound - therefore osnt relate to how we percieve things

We've been mainly tlking about pure tones ut there are all sorts of complex sounds in envrionments that don't just very in loudness andd ptich

17
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complex tones def

"Any sound that consists of more than one frequency component (sine wave) combined togeth" -ai

The combined waveforms repeat themselves: they are "periodic."

<p>"Any sound that consists of more than one frequency component (sine wave) combined togeth" -ai</p><p>The combined waveforms repeat themselves: they are "periodic."</p>
18
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Complex tones typr

eg harmonic complex - made by musical instruments by peoples voices etc

-tones with lots of different frequencies that gel together

-because 200,400 nd 600 multiples of 200

-many things produce harmonic sound - all the theings we percieve as musical

-how do we hear more than one thing at once

-the repetition rate is actually the same rate as the lowest frequency in, uh, in the set (differences bween each n and the next)

19
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spectogram shows

frequency by time

colour represents amplitude (energy)

20
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Spectograms

ADD PIC

-are hard to read

-distinctive sounds like hair dryer just look like blur

-humans have harmonic voices

21
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summary

• Sounds are very small fluctuation in ambient air pressure.

• Sounds vary in frequency and amplitude (sound pressure),

resulting in differences in perceived pitch and loudness.

• Humans can hear frequencies between 20 Hz and 20 kHz and

sound pressures between 20 Pa and 20 Pa (0 and 120 dB SPL)

• Loudness does not increase in proportion with sound pressure,

but much more slowly.

• The loudness of a sound depends on its frequency as well as its

sound level

• Most real sounds contain many different frequencies at once. (hard to maake pure tone need a tuning fork)

• Musical sounds tend to be harmonic and have repeating

waveforms.