Midterm Flashcards
period
time to complete one cycle
frequency
cycles per second (Hz.); inverse of period (smaller the time, higher the frequency)
frequency=
1/period (time)
human hearing threshold
20–20K Hz
pure tone propagation
compression and rarefaction periods
complex tone
2 or more pure tones of different frequencies, added in different ways
Fourier Analysis
decomposing waveform into sinusoidal components
time vs. amplitude plot; spectrum; spectrograph
time X, amp. Y (waveform); freq. X, amp. Y (glottal source); time X, freq. Y, amp. contrast
Sawtooth wave analysis
period waveform can only contain sines which are harmonically related to repetition frequency of original signal. Lowest freq. has to be period of original signal
harmonics
integer multiple tones of fundamental frequency: decrease in amplitude and increase in frequency
aperiod sound
random, no pattern; broad range of frequencies; also transient signals
resonance
frequency at which system vibrates most efficiently if set into motion by external force (res. freq. = natural freq. of a system)
examples of acoustic resonators
ported loudspeaker, string and wind instruments
things about decibels
base of 10 (log), use exponents to note (=bels); 2 60 dB sounds can’t be simply added together (between 0-66)
pressure measured in? (decibels)
micropascals; 20 mPa approximate threshold of hearing at 1K Hz.
best frequencies for human hearing
1-4K Hz
phon
equally loud contour compared to a dB SPL at 1K Hz
pitch measured in?
mels; 1000 mels = 1000 Hz.
Boyle’s Law
pressure + volume inversely related; increase in volume=decrease in pressure
expiration relies on:
torque of cartilage, gravity, elastic recoil
speech breathing
inspiratory muscles involved during expiration
myoelastic aerodynamic theory of phonation
elastic properties of VF and onset of vibration with air pressure from lungs; muscle activity (interarytenoids and lateral CA), sublottobal pressure buildup, muscle force, VF open bottom-top, air velocity increases through constriction, VF pressure decreases (Bernoulli), VF close bottom-top
Bernoulli effect
as air particle velocity increases, pressure exerted perpendicular to flow of particles decreases (ex: draft in corridor, leaves behind car)