S. Puria et Jb. Allen, Measurements and model of the cat middle ear: Evidence of tympanic membrane acoustic delay, J ACOUST SO, 104(6), 1998, pp. 3463-3481
In order to better understand the mechanics of tympanic membrane (TM) trans
duction at frequencies above a few kHz, the middle-ear (ME) impedance measu
red near the tympanic membrane is studied for three anesthetized cat ears a
fter widely opening the ME cavities (MEC). Three conditions were measured:
intact ossicles, drained cochlea, and disarticulated stapes. When the cochl
ear load is removed from the ME by disarticulating the stapes, the impedanc
e magnitude varies by about +/-25 dB in the 5- to 30-kHz range, with peaks
and valleys at intervals of approximate to 5 kHz. These measurements sugges
t middle-ear standing waves. It is argued that these standing waves reside
in the TM. In contrast, the magnitude of the impedance for the intact case
varies by less than +/-10 dB, indicating that for this case the standing wa
ves are damped by the cochlear load. Since the measurements were made withi
n 2 mm of the TM, standing waves in the ear canal can be ruled out at these
frequencies. Although the ME cavities were widely opened, reflections from
the ME cavity walls or surrounding structures could conceivably result in
standing waves. However, this possibility is ruled out by model predictions
showing that such large standing waves in the ME cavity space would also b
e present in the intact case, in disagreement with the observation that sta
ndings waves are damped by cochlear loading. As a first-order approximation
; the standing waves are modeled by representing the TM as a lossless trans
mission line with a frequency-independent delay of 36 mu s. The delay was e
stimated by converting the impedance data to reflectance and analyzing the
reflectance group delay. In the model the ossicles are represented as lumpe
d-parameter. elements. In contrast to previous models, the distributed and
lumped parameter model of the ME is consistent with the measured impedance
for all three conditions in the 200-Hz to 30-kHz region. Also in contrast w
ith previous models, the ear-canal impedance is not mass dominated for freq
uencies above a few kHz. Finally, the present model is shown to be consiste
nt, at high frequencies, with widely accepted transfer functions between (i
) the stapes displacement and ear-canal pressure, (ii) the vestibule pressu
re and ear-canal pressure, and (iii) the umbo velocity and ear-canal volume
velocity. An improved understanding of TM mechanics is important to improv
e hearing aid transducer design, ear-plug design, as well as otoacoustic em
issions research. (C) 1998 Acoustical Society of America. [S0001-4966(98)02
812-4].