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Vocal fold vibration model
Modeled using the spring mass system
This allows the mass to oscillate and create sound waves (puff of air) due to air pressure build up (Requires positive and negative forces)
Problem with the vocal fold model
Negative forces alone cannot account for continual energy from airstream to tissue
Oscillation will eventually die out from damping
Positive and negative forces are both needed
Glottal Signal
Periodic waveform that carries a whole frequency range that is rich in harmonics
Supplies acoustical energy needed for speech sounds
Energy must be modified to make different sounds
Source Filter Model
Source: Vocal folds produce a periodic signal with fundamental frequency and harmonics
Filter: Vocal tract shapes the sound, enhancing harmonics near formant frequencies and attenuating others
Holding a sound source constant while changing filters
Maintains constant pitch
Vary vowels
Change from [i] to [u]
Hold filter constant while changing source
Articulates a single vowel
Varies fundamental frequency
Low to high pitch
Excitation Frequency
Frequency used to calculate vibrations in a system
Since resonances are a product of the vocal tract shape, while excitation arises at the glottis
Low F1
Large pharynx and closed mouth
Ex: [i]
Low F2
Long oral cavity
Ex: [u]
High F1
Small pharynx and open mouth
Ex: [a]
High F2
Short Oral cavity
Ex: [i]
Producing [i]
High vowel: Tongue body elevated into oral cavity
Front vowel: High point of tongue is anterior, behind alveolar ridge
Low F1, High F2
Producing [a]
Low vowel: Jaw and tongue lowered
Back vowel: Tongue retracted into pharynx
High F1, Low F2
Producing [u]
High vowel: Tongue raised out of pharynx
Back vowel: Tongue dorsum raised and retracted toward velum
Rounded vowel: Lips rounded and protruded
Large pharynx, large oral cavity, vocal tract lengthened
Low F1 and F2
Formants and Vocal Tract Constrictions
Constriction at pressure: Raises formant frequency
Constriction at velocity: Lowers formant frequency