BIO WAVES ON VOCAL FOLDS. In the larynx, sound is produced by the vibration of the vocal folds (also called “vocal cords”). The accompanying figure is a cross section of the vocal tract at one instant in time. Air flows upward (in the + z -direction) through the vocal tract, causing a transverse wave to propagate vertically upward along the surface of the vocal folds. In a typical adult male, the thickness of the vocal folds in the direction of airflow is d = 2.0 mm. High-speed photography shows that for a frequency of vibration of f = 125 Hz, the wave along the surface of the vocal folds travels upward at a speed of υ = 375 cm/s. Use t for time, z for displacement in the + z -direction, and λ for wavelength. 15.78 What is the wavelength of the wave that travels on the surface of the vocal folds when they are vibrating at frequency f ? (a) 2.0 mm; (b) 3.3 mm; (c) 0.50 cm; (d) 3.0 cm.
BIO WAVES ON VOCAL FOLDS. In the larynx, sound is produced by the vibration of the vocal folds (also called “vocal cords”). The accompanying figure is a cross section of the vocal tract at one instant in time. Air flows upward (in the + z -direction) through the vocal tract, causing a transverse wave to propagate vertically upward along the surface of the vocal folds. In a typical adult male, the thickness of the vocal folds in the direction of airflow is d = 2.0 mm. High-speed photography shows that for a frequency of vibration of f = 125 Hz, the wave along the surface of the vocal folds travels upward at a speed of υ = 375 cm/s. Use t for time, z for displacement in the + z -direction, and λ for wavelength. 15.78 What is the wavelength of the wave that travels on the surface of the vocal folds when they are vibrating at frequency f ? (a) 2.0 mm; (b) 3.3 mm; (c) 0.50 cm; (d) 3.0 cm.
BIO WAVES ON VOCAL FOLDS. In the larynx, sound is produced by the vibration of the vocal folds (also called “vocal cords”). The accompanying figure is a cross section of the vocal tract at one instant in time. Air flows upward (in the +z-direction) through the vocal tract, causing a transverse wave to propagate vertically upward along the surface of the vocal folds. In a typical adult male, the thickness of the vocal folds in the direction of airflow is d = 2.0 mm. High-speed photography shows that for a frequency of vibration of f = 125 Hz, the wave along the surface of the vocal folds travels upward at a speed of υ = 375 cm/s. Use t for time, z for displacement in the +z-direction, and λ for wavelength.
15.78 What is the wavelength of the wave that travels on the surface of the vocal folds when they are vibrating at frequency f? (a) 2.0 mm; (b) 3.3 mm; (c) 0.50 cm; (d) 3.0 cm.
Campbell Essential Biology with Physiology (5th Edition)
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