SLHS 302 exam 1 Purdue

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100 Terms

1
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What is amplitude modulation (AM)

change in signal's amplitude over time

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example of AM

SAM tones

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What is frequency modulation (FM)?

change in signal's frequency over time

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example of FM

chirps

5
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safe levels of sound

below 90dB

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when given the dB SPL at one distance, how do you calculate it for a second distance? ie. given: 80 dB at 5m, what is dB at 15 m

I2 = Iref + 20log(r1/r2)

7
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what is periodic complex waves

wave repeats and is composed of multiple waves

8
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example of periodic complex waves

vowels

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what is an aperiodic signal

signals that don't repeat

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exmaple of aperiodic

fricatives

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what do time domains measure

amplitude and time

12
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what do frequency domains measure

frequency OR level OR phase and amplitude

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what does a spectrogram measure

amplitude and describes speech

14
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Fourier's theorom

any complete wave can be described by the sum of its parts. can be used to analyze waveform into individual components

15
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how to calculate RMS

RMS = A*0.707

16
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describe the relationship between wavelength and period

direct relationship

17
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describe the relationship between wavelength and amplitude

no relationship

18
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define diffraction

the bending or spreading of waves when they encounter an obstacle

dependent on wavelength and sice

19
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Mechanical

variation in position

20
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Acoustic

variation in air pressure

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Electrical

variation in voltage

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peak amplitude

maximum positive displacement measure

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instantaneous amplitude

displacement measure that varies with time

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peak-to-peak amplitude

maximum total displacement

25
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root-mean-squared amplitude

0.707 x Peak Amplitude for sinusoids

26
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compute wavelength of sound wave with a period of 40 m/s, amplitude of 8 mm traveling through a medium with a speed propagation of 350 m/s. 0 degree starting phase

14 m

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as frequency decreases, period ...

increases

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as wavelength decreases, period ...

decreases

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as frequency decreases, wavelength ...

increases

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when frequency increases, amplitude ...

stays the same

31
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sound level of 50 dB SPL, calculate the sound intensity in W/m^2

10^-7 W/m^2

32
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sound level of 50 dB SPL, calculate the pressure in Pa

0.0063 Pa

33
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calculate combined sound level for intensities: 80 dB + 80 dB

86 dB

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calculate combined sound level for intensities: 80 dB + 85 dB

86.19 dB

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amplify

get louder (add dB)

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attenuate

get quieter (subtract dB)

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pass

maintain signal

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fundamental frequency

lowest frequency in a periodic symbol; highest common factor among harmonics

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harmonics

spectral energy having a frequency that is an integer multiple of the fundamental frequency

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octaves

doubling of the F0

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standing wave

generated by the interaction of two sine waves of equal amplitude, traveling in opposite phases

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sinusoids

basic sound and properties: describe sine waves

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wave propagation

wave travels but stays in one position

44
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particle motion

wave travels through medium, particles oscillate

45
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amplitude

size of displacement

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frequency

times per second (1/T), Hz

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period

time to complete one cycle

48
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vibration

anything with inertia and elasticity can vibrate

49
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condensation

high density, high pressure

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refraction

low density, low pressure

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air pressure

function of force exerted on a given area

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density

mass per unit volume

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sound wave

alternation of condensation and refraction

54
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wavelength

amount of distance covered in a single period

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sound intensity

energy of propagation, wave is constant

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when does sound intensity decrease

the further away the signal is from the medium

57
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inverse square law

intensity is inversely related to the square distance for spherical waves

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bel

logarithmic of a ratio of two intensity values

59
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how much is a decimal is a bel

decibel is 0.1 of a bel

60
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intensity reference value

10^-12 W/m^2

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pressure reference value

2 x 10^-5 Pa

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when doubling two of the same sound sources, how much do you add (ex. 70 dB + 70 dB)

+3 dB

63
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absorption

energy taken in by object and converted, reducing sound

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reflection

bouncing of sound waves off an object, redirecting energy back into space

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contructive interference

2 waves add together

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destructive interference

2 waves cancel each other out

- change sound pressure

67
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size is relative to ...

wavelength

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object > wavelength

high frequency, sound shadow occurs

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object < wavelength

low frequency, diffraction occurs

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reverberation

when sound is reflected, listener receives direct and reflected sounds

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reverberation time

the time it takes for the reflections from a sound source to be reduced by 60 dB

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node ends

fixed ends

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antinode ends

free ends

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complex sounds

waves comprised of more than 1 frequency

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repeat time

how often a waveform repeats itself

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amplitude spectrum

representation of the signal in terms of the sinusoidal components

77
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2nd component of amplitude is reducedby 1/4,

waveform shape is affected, periodicity is not

78
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1st component of amplitude is missing

shape is affected, periodicity is not, pitch is unaffected (be 100 Hz)

79
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1st component of amplitude phase changed

shape is affected, periodicity is not

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square wave

5ms period/repeat time means it has 200Hz f0, only odd harmonics are present, roll-off in amplitude if inverse of harmonic number (1, 1/3, 1/5, ...)

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trianle wave

10ms period/repeat time means it has 100Hz f0, only odd harmonics are present, steeper roll-off because f0 fits so well (1/N^2) (1, 1/9, 1/25, ...)

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modulations

change in amplitude and frequency over time

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amplitude modulation

characterized by envelope and temporal fine structure

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frequency modulation

characterized according to the range of frequencies over which signal changes

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downward steep

frequency decreases

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upward steep

frequency increases

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alternating steep direction

down/up/down/up

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long-term spectrum

spectrum of entire waveform over its complete duration

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short-term spectrum

considers the spectrum at any point in time during stimulus duration

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noise

aperiodic complex sound

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white noise

all frequencies between specified limits are present and have the average intensity or power (N0)

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bandwidth

defined by frequency limits and cutoff frequencies

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total power (TP)

area of entire spectrum - dB

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spectrum level (N0)

average intensity measured in a band of noise 1 Hz wide - dB/Hz

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filters

change of amplitude spectrum of signal by some number of dB for each frequency component

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amplitude response

ratio between amplitude of output and input for system as a function of frequency

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low pass filter

pass low frequencies, attenuate high frequencies

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high pass filters

pass high frequencies, attenuate low frequencies

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band pass filter

pass range of frequencies, attenuate the end and beginning frequencies

100
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band stop filter

pass range of frequencies, attenuate the middle values