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A quantitative model of voice F0 control
1Boys Town National Research Hospital, Omaha, Nebraska 68131.
The Journal of the Acoustical Society of America
|February 1, 1994
Summary
This study models the larynx using biomechanics to understand voice production. It reveals how vocal fold tension and length, controlled by muscles and pressure, affect vocal pitch (F0).
Area of Science:
- Biomechanics
- Laryngeal Physiology
- Acoustic Phonetics
Background:
- Understanding voice production requires modeling the complex biomechanics of the larynx.
- Previous models have simplified laryngeal muscle and cartilage interactions.
Purpose of the Study:
- To develop a biomechanically-based mathematical model of the larynx.
- To investigate the relationship between laryngeal muscle activity, subglottal pressure, and vocal fold vibration characteristics, particularly fundamental frequency (F0).
Main Methods:
- Constructed a mathematical model incorporating the cricoid and thyroid cartilages, thyroarytenoid (TA), cricothyroid pars rectus (CTr), and cricothyroid pars oblique (CTo) muscles, and associated ligaments.
- Calculated equilibrium positions and tensions for laryngeal components based on muscle activation and subglottal pressure (PS).
- Determined vocal fold tensions and lengths to predict fundamental frequency (F0) of vibration.
Main Results:
- Thyroarytenoid (TA) muscle activity shortened vocal folds, while increased cricothyroid (CTr, CTo) activity and PS lengthened them.
- Muscle activation increased vocal fold tension; PS had minimal effect.
- Fundamental frequency (F0) generally increased with CTr, CTo, and PS, but TA activity showed a non-monotonic effect.
- Optimal F0 control involved co-contraction at low frequencies, shifting to sustained CTr/CTo and decreasing TA activity for higher frequencies.
Conclusions:
- The model provides insights into normal and abnormal voice production mechanisms.
- Findings offer constraints for neural modeling of voice control.
- Laryngeal biomechanics significantly influence vocal fold dynamics and pitch regulation.