Download e-book for iPad: Psychoacoustics: Facts and Models by Professor Dr.-Ing. Hugo Fastl, Professor Dr.-Ing. Eberhard

By Professor Dr.-Ing. Hugo Fastl, Professor Dr.-Ing. Eberhard Zwicker (auth.)

ISBN-10: 3540688889

ISBN-13: 9783540688884

ISBN-10: 364251765X

ISBN-13: 9783642517655

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6. The I-kHz tone burst produces in this bandpass filter a short click, followed by the I-kHz oscillation with very small amplitude; in order to be visible, this amplitude has been multiplied by a factor of four in the figure. The short click at the beginning and at the end of the time function stems from the broadband transient which produces energy in the 4-kHz range at the moment of switching on or off the I-kHz tone burst. 3kHz ....... ftrftA" ... n.. <> o C> xL. helicotrema Fig. 6. A tone burst with a time function outlined in the upper panel produces responses at five different places on the basilar membrane, plotted in the lower five functions.

E. not with continuously changing frequency but measuring point by point with a frequency distance between the points of only 2 or 3 Hz, many subjects show distinct maxima and minima. The same subjects usually show also many large emissions. c In ~ t ttl t t £ -W~'800 ~~--~,-~~~~~~~L-~~~~~~ 1000 1200 lLoo 1600 1800Hz frequency of test tone Fig. 22. Level of transducer voltage at threshold in quiet of a subject who produces evoked, but not spontaneous emissions. The minima are marked by arrows with two lengths corresponding to the depth of the minima.

However, the basic structure may be deduced from the following functional behaviour. At higher levels, the inner haircells are directly stimulated by the shearing force produced between the hairs of the sensory cells and the tectorial membrane, in response to the local velocity of the basilar membrane. For these high levels, the outer haircells are of no importance because the large displacements drive them to saturation. At low levels, however, the inner haircells are only very slightly stimulated in a direct way.

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Psychoacoustics: Facts and Models by Professor Dr.-Ing. Hugo Fastl, Professor Dr.-Ing. Eberhard Zwicker (auth.)


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