Chapter 11: Audition Flashcards
What do the distal and proximal stimuli refer to?
- Distal - The thing in the world that is capturing your attention
- Proximal - The physical phenomenon that impinges on sensory receptor cells
What are longitudinal sound waves?
- Waves that are represented by the compression and rarefaction of air/gas/liquid molecules
- Compression is sometimes referred to as condensation
- The air molecules are not moving, just being displaced (back and forth) for a short period
What are the air dynamics for compression and rarefaction?
- Compression: high density, low volume
- Rarefaction: low density, high volume
How are pure tones represented?
- Pure tone = a simple sound wave. Can be generated by tuning forks or computers, usually very rare in nature
- Changes in pressure described by a sine wave
- Air pressure found on the y-axis, time found on the x-axis
What are the two primary properties found in a simple sound wave?
- Frequency - Number of times per second that the entire pattern of pressure changes. Measured in Hertz. Determines the perception of pitch
- Amplitude - Difference between max and min pressure in a sound wave. Measured in decibels. Determines the perception of loudness
What formula relates sound pressure to decibels?
dB = 20xlog(P/P knot)
What decibel level is painful? Which one can lead to permanent hearing loss?
- 120 dB is painful
- 130 dB can lead to permanent hearing loss
What’s the ratio of increases in decibel levels compare to that of perceived loudness?
- Increases of 10dB are usually perceived as 2x louder.
- Ex. 50 dB is 8x louder than 20dB (2x2x2)
- Only occurs when they’re the same frequencies of sound
What are audibility curves?
- Suggests that we can hear some frequencies better than others
- Plot the minimum amplitude required to detect varying frequencies
- Indicate that we are most sensitive between 2000-4000Hz, as these sounds don’t have to be very loud for us to detect them.
What are equal-loudness curves?
- Indicate the sound levels (amplitudes) needed to create the same perception of loudness at different frequencies
- The curves are not perfectly parallel to one another
What are fundamental frequencies?
- Determine a sound’s pitch
- They are whole number multiples of the following harmonics
- Often represented by the lowest frequency in a complex waveform, which then determines the proceeding intervals for the following overtones.
- “1st harmonic”
How are complex tones different from pure tones?
- Pure tone: Simple sound wave. Changes in pressure described by sine wave. Very rare in real life
- Complex tone: Made up of several pure tones added together. Have a much more complex wave form.
What’s a Fourier analysis?
- A breakdown of a complex waveform into its constituent pure tones
- Each pure tone has its own frequency and amplitude
- The proceeding harmonics are just whole-number multiples of the fundamental frequency
- Original pitch is always determined by the fundamental frequency
What’s the main explanation for differences in timbre? What’s another explanation?
- Mainly associated with differences in the complex waveform, where some harmonics may be absent
- Also associated with an instrument’s attack and decay:
*Attack = time it takes to reach the max amplitude at the beginning of a tone
*Decay = the decrease in sound at the end of a tone (eg. a piano has a very rapid attack, while a violin is the opposite)
What happens when we remove the fundamental frequency from a tone?
- There’s no change in the perceived pitch since the fundamental frequency is still found in the intervals between each proceeding harmonic
- Often referred to as the “illusion of the missing fundamental”