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11.3 Pitch perception and critical bands

2 min readjuly 24, 2024

perception is a fascinating aspect of how we experience sound. It's not just about ; factors like and play a role too. Understanding pitch helps us grasp how our ears and brain work together to interpret the world of sound around us.

are like the building blocks of how we process sound frequencies. They explain why some sounds mask others and how we can pick out specific voices in a noisy room. This concept is crucial for understanding how our auditory system breaks down complex sounds.

Pitch Perception

Explain the concept of pitch and its relationship to frequency

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  • Pitch measures subjective perception of sound frequency and psychologically correlates to
  • Higher frequency generally leads to higher but relationship not linear
  • Intensity, duration, and spectral content influence pitch perception (loudness, note length, timbre)

Describe the difference between simple and complex tones

  • consist of single frequency produced by pure sine waves (tuning forks)
  • composed of multiple frequencies including fundamental and (musical instruments, voice)

Explain the place theory of pitch perception

  • Different frequencies excite specific locations along (high frequencies basal region, low frequencies apical region)
  • maps frequencies to cochlea locations preserved in auditory pathway (cochlea to auditory cortex)
  • limited in explaining low frequency pitch perception requires additional mechanisms ()

Critical Bands

Define critical bands and their significance in auditory perception

  • Critical bands represent frequency range processed by same hair cell group measuring auditory system
  • Critical bands form basis for , influence loudness perception, and aid ()

Describe the relationship between critical bands and the basilar membrane

  • Basilar membrane exhibits tonotopic organization with gradual stiffness and width changes
  • Each critical band corresponds to ~1.3 mm constant distance along basilar membrane
  • Lower frequencies have wider critical bands while higher frequencies have narrower bands (frequency-dependent resolution)

Explain the concept of the Bark scale and its relation to critical bands

  • measures based on critical bands (1 Bark ≈ 1 )
  • 24 Bark units cover audible frequency range (20 to 20 )
  • Non-linear Hz to Bark conversion: z=13arctan(0.00076f)+3.5arctan((f/7500)2)z = 13 * arctan(0.00076f) + 3.5 * arctan((f/7500)^2) where zz is Bark value and ff is frequency in Hz
  • Bark scale applied in audio compression, speech recognition, and psychoacoustic modeling (MP3, voice assistants)
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AP® and SAT® are trademarks registered by the College Board, which is not affiliated with, and does not endorse this website.

© 2024 Fiveable Inc. All rights reserved.
AP® and SAT® are trademarks registered by the College Board, which is not affiliated with, and does not endorse this website.
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