Page 375 - Color_Atlas_of_Physiology_5th_Ed._-_A._Despopoulos_2003
P. 375

Physical Principles of Sound—Sound  1000 Hz. Sounds above this level induce the
       Stimulus and Perception         sensation of pain (! B, red curve).
                                        For practical reasons, the decibel (dB) is used
       Sound waves are the adequate stimulus for the  as a logarithmic measure of the sound pressure
       organ of hearing. They arise from a sound  level (SPL). Given an arbitrary reference sound
       source such as a gong (! A1) and are con-  pressure of p o = 2 · 10 – 5  Pa, the sound pressure
       ducted in gases, liquids, and solids. The air is  level (SPL) can be calculated as follows:  [12.2]
       the main carrier of sound.
    Central Nervous System and Senses  ent materials, e.g., at 332 m/s in air of 0 !C. A graphic  means that the SPL rises by 20 dB.  -2
                                       SPL (dB) = 20 · log (p x/p o)
       The air pressure rises and falls rhythmically at the
                                       where p x is the actual sound pressure. A ten-
       sound source. These pressure waves (sound waves)
                                       fold increase in the sound pressure therefore
       travel at a characteristic sound velocity (c) in differ-
       recording of sound waves (! A1) will produce
                                       The sound intensity (I) is the amount of sound
                                       energy passing through a given unit of area per unit
       waveform curves. The wavelength (λ) is the dis-
                                       of time (W · m ). The sound intensity is proportional
                                               2
       tance between the top of one wave and the identical
                                       to the square of p x. Therefore, dB values cannot be
       phase of the succeeding one, and the maximum de-
       viation of pressure from baseline is the amplitude
                                       calculated on a simple linear basis. If, for example,
                                       two loudspeakers produce 70 dB each (p x = 6.3 · 10
       (a) (! A1). Enlargement (reduction) of wavelength
       will lower (raise) the tone, whereas a fall (rise) in
                                       Pa), they do not produce 140 dB together, but a mere
                                                                   –2
                                       when the intensity level doubles. Thus, !"2 · 6.3 · 10
       (! A1). The pitch of a tone is defined by its
                                       Pa has to be inserted for p x into Eq. 12.2.
       frequency (f), i.e., the number of sound pressure
       oscillations per unit time. Frequency is measured in
                                       Sound waves with different frequencies but
               – 1
    12  amplitude will produce a quieter (louder) tone  73 dB because p x only increases by a factor of !"2
       hertz (Hz = s ). Frequency, wavelength and the
                                       equal sound pressures are not subjectively per-
       sound velocity are related:     ceived as equally loud. A 63 Hz tone is only per-
                     –1
         f (Hz) ! λ (m) = c (m ! s ).  [12.1]  ceived to be as loud as a 20 dB/1000 Hz refer-
       A pure tone has a simple sinus waveform. The tones  ence tone if the sound pressure of the 63 Hz
       emanating from most sound sources (e.g., musical  tone is 30-fold higher (+ 29 dB). In this case, the
       instrument, voice) are mixtures of different frequen-
       cies and amplitudes that result in complex periodic  sound pressure level of the reference tone
       vibrations referred to as sound (! A2). The fun-  (20 dB/1000 Hz) gives the loudness level of the
       damental (lowest) tone in the complex determines  63 Hz tone in phon (20 phon) as at a frequency
       the pitch of the sound, and the higher ones deter-  of 1000 Hz, the phon scale is numerically
       mine its timbre (overtones). An a (440 Hz) sung by a  equals the dB SPL scale (! B). Equal loudness
                         1
       tenor or played on a harp has a different sound than  contours or isophones can be obtained by plot-
       one produced on an organ or piano. The overlap of  ting the subjective values of equal loudness for
       two very similar tones produces a distinct effect
       characterized by a beat tone of a much lower  test frequencies over the whole audible range
       frequency (! A3, blue/red).     (! B, blue curves). The absolute auditory
       Audibility limits. Healthy young persons can  threshold is also an isophone (4 phons; ! B,
                                       green curve). Human hearing is most sensitive
       hear sounds ranging in frequency from 16 to
       20 000 Hz. The upper limit of audibility can  in the 2000–5000 Hz range (! B).
       drop to 5000 Hz due to aging (presbycusis). At  Note: Another unit is used to describe how a tone of
       1000 Hz, the absolute auditory threshold or  constant frequency is subjectively perceived as
                                       louder or less loud. Sone is the unit of this type of
       lowest sound pressure perceived as sound is  loudness, where 1 sone = 40 phons at 1000 Hz. 2
       3 · 10 – 5  Pa.  The  threshold  of  sound  is  sones equal twice the reference loudness, and 0.5
       frequency-dependent (! B, green curve). The  sone is /2 the reference loudness.
                                           1
       threshold of hearing for a tone rises tre-  The auditory area in diagram B is limited by
       mendously when other tones are heard simul-  the highest and lowest audible frequencies on
       taneously. This phenomenon called masking is  the one side, and by isophones of the thresh-
       the reason why it is so difficult to carry on a  olds of hearing and pain on the other. The
       conversation against loud background noise.  green area in plate B represents the range of
       The ear is overwhelmed by sound pressures
  362                                  frequencies and intensities required for com-
                               6
       over 60 Pa, which corresponds to 2 · 10 times  prehension of ordinary speech (! B).
       the sound pressure of the limit of audibility at
       Despopoulos, Color Atlas of Physiology © 2003 Thieme
       All rights reserved. Usage subject to terms and conditions of license.
   370   371   372   373   374   375   376   377   378   379   380