Ehret Etal-1994-329
Ehret Etal-1994-329
Summary
Frequency–response curves of the tympanum and lateral body wall (lung area) were
measured by laser Doppler vibrometry in three treefrog (Smilisca baudini, Hyla cinerea,
Osteopilus septentrionalis) and four dendrobatid frog (Dendrobates tinctorius,
D. histrionicus, Epipedobates tricolor, E. azureiventris) species. The high-frequency cut-
off of the body wall response was always lower than that of the tympanum. The best
response frequencies of the lateral body wall were lower than those of the tympanum in
some species (S. baudini, O. septentrionalis, D. tinctorius), while in the others they were
rather similar. Best tympanic frequencies and best body wall response frequencies tended
to differ more with increasing body size.
Stimulation of the tympanum by sound transfer through 3.14 mm2 areas of the lateral
body wall showed that the lung–eardrum pathway can be in two states, depending on
breathing activity within the lungs: 44 % (in Smilisca), 39 % (in Hyla) and 31 % (in
Osteopilus) of the eardrum vibrations were 2.5–8 times (8–18 dB) larger when the frogs
were breathing with the lungs compared with non-breathing conditions.
The vibration amplitudes of the tympanum and lateral body wall of the treefrogs
followed the same dependence on sound intensity, only absolute amplitudes differed
between species.
Our results suggest that the lung–eardrum pathway attenuates high-frequency
components of species-specific calls and enhances low-frequency components. In
addition, an amplitude modulation is imposed on the low frequencies during the rhythm
of breathing.
Introduction
The lateral body wall overlying the lung of several species of frogs has been shown to
vibrate in response to sound at frequencies similar to, or lower than, those to which the
eardrum is sensitive (Narins et al. 1988; Jørgensen, 1991; Hetherington, 1992). The
Key words: amphibian hearing, auditory periphery, lung–eardrum pathway, tympanum vibration, frogs.
330 G. EHRET, E. KEILWERTH AND T. KAMADA
sound that enters the lungs passes through an internal pathway via the glottis, mouth
cavity and Eustachian tubes to the inner surface of the tympanum, where a vibrational
response occurs (Ehret et al. 1990; Jørgensen et al. 1991). This sound transmission from
the lung is one component of the pressure gradient established between the outer and
inner surfaces of the tympanum. Sounds directly impinging on the eardrum from outside
and from other internal sources, such as a pathway from the contralateral tympanum, also
contribute to the pressure gradient, so that the amplitude and phase of the tympanic
vibration is the result of a complex interaction of waves reaching the eardrum by various
routes (Chung et al. 1981; Feng and Shofner, 1981; Vlaming et al. 1984; Michelsen et al.
1986). Since pressure-gradient systems are inherently directionally sensitive, the
vibrational amplitude of the tympanum also depends on the angle of incidence of the
sound (Michelsen et al. 1986; Jørgensen, 1991; Jørgensen and Gerhardt, 1991; Jørgensen
et al. 1991). Thus, it has been suggested that the biological function of the multi-input
system to the frog tympanum is to provide the basis for the localization of sound, which is
remarkably accurate despite the tiny heads of some hylid and dendrobatid frogs (Feng
et al. 1976; Gerhardt and Rheinlaender, 1980; Rheinlaender et al. 1981; Klump and
Gerhardt, 1989).
Many questions remain concerning the actual contribution to the tympanic response of
each of the routes the sound can take before reaching the eardrum. In our present study,
we report eardrum and lateral body wall vibrations of seven frog species and thus broaden
the comparative basis for a discussion of the significance of this input to the ear.
Furthermore, we present data on the modulation of the effectiveness of sound
transmission via the lung and mouth cavity when the glottis is closed or open, and finally
measure the intensity-dependence of vibration amplitudes of the tympanum and body
wall, in order to estimate the relative influence of the lung on the tympanum at various
sound intensities.
Laser measurements
The apparatus and procedures have previously been described (Narins et al. 1988;
Ehret et al. 1990). A frog was placed on a vertical post (10 cm in diameter) in the centre of
a vibration-damped terrarium. A 5 mW He/Ne laser beam could be focused onto the
tympanum or any part of the frog’s body on the side directly exposed to the free-field
sound. Vibrations were recorded in the Doppler vibrometer mode of the laser (Disa 55x).
The analog signals of the laser output were bandpass-filtered (0.1–10 kHz, Kemo VBF/8,
48 dB per octave), amplified (Hewlett-Packard 465A) and stored either on channel 1 of a
four-channel tape recorder (Teac A-2340SX), for off-line analysis, or Fourier-
transformed (Nicolet spectrum analyzer 446A) and velocity or displacement spectra were
viewed on-line. Channel 2 of the tape recorder was used for storage of the sound signal,
channel 3 for stimulus synchronous trigger signals and channel 4 for vocal comment. The
precise spots of measurements on the frog’s body were recorded photographically
(Kodak Ektachrom 400ASA). During the laser measurements, breathing activity was
observed and movements of the body flank were noted on channel 4 of the tape recorder.
Acoustic stimulation
Continuous white noise was presented free-field in 20 s long bursts to all frog species. In
addition, the treefrogs were stimulated with bursts of two alternating tones, either free-field
or through a closed sound system. Tones of known frequency (Kontron counter 400B)
were produced in two generators (Wavetek 130 and 132) and each was passed through
attenuators (Hewlett-Packard 350D) into one channel of a two-channel electronic switch,
where they were formed into bursts (300 ms duration, 5 ms rise and fall times, 300 ms
inter-burst interval) and added to give an alternating series. The output of the switch was
amplified (Hewlett-Packard 467A) and passed to a dynamic loudspeaker (Transco HTF
80/5), for free-field stimulation, or to an electrostatic speaker (Machmerth et al. 1975) in a
closed sound system consisting of a metal headpiece with a 9.2 cm long metal tube (inside
diameter 2 mm, outside diameter 3 mm at its tip) screwed onto the speaker as a sound
outlet. At the base of the tube, a calibrated 6.35 mm condenser microphone (Bruel and
Kjaer 4135) connected to a measuring amplifier (Bruel and Kjaer 2606) was fitted into the
sound pathway to monitor the sound pressure level on-line (dB SPL re 20 mPa) in the tube.
During stimulation, the open end of the tube gently touched the frog’s skin and was sealed
to it with a film of silicone grease. With this arrangement, 3.14 mm2 areas of the frog’s
body could be stimulated with tone bursts of known sound pressure level (SPL).
Noise was produced in a generator (Wavetek 132) and passed through a filter (Kemo
VBF/8, bandpass 0.1–10 kHz, 48 dB per octave), attenuator (Hewlett-Packard 350D) and
amplifier (Hewlett-Packard 467A) to the free-field speaker. The spectral response of this
speaker was flat to within ±6 dB between 0.9 and 8.7 kHz (Fig. 1) measured at the
position of the experimental frog. Thus, the speaker characteristics reflect the response of
332 G. EHRET, E. KEILWERTH AND T. KAMADA
Relative average velocity
10 dB
0 2 4 6 8 10
Frequency (kHz)
the sound-generating system and the acoustics of the apparatus. This speaker was
mechanically decoupled from the terrarium so that possible stimulation of the frog via
vibrations from the speaker was excluded. The distance between speaker and frog was
70 cm; the angle to the frog’s long axis was 90 ˚.
SPLs of the tone bursts and the free-field noise bursts were calibrated at the position of
the frog after every experiment with the condenser microphone and measuring amplifier
described above. The tone frequencies for stimulation of the treefrogs were selected
according to the frequency content of their calls. Hyla cinerea was stimulated at 0.9 and
2.7 kHz (Gerhardt, 1974; Oldham and Gerhardt, 1975), Smilisca baudini at 0.96 and
2 kHz (Duellmann, 1970) and Osteopilus septentrionalis at 1 and 2 kHz. These are the
main frequencies of calls of Osteopilus from a disc supplied with Rivero (1978); they
were analyzed with a sonagraph (Uniscan II).
Data analysis
The equipment for data recording and analysis was calibrated so that the vibration
measured by the laser and stored on tape could be calculated as absolute values for
velocity or displacement. The stored laser signal was Fourier-transformed by the
spectrum analyser (Nicolet 446A) and plotted (Nicolet 136a). Average velocity or
displacement spectra of the sound response at a given spot on a frog’s body were
calculated (N=128). The average background spectrum without sound stimulation taken
at the same spot on the frog’s body (N=128) was substracted from the average values in
response to sound. Single spectra of tone responses were also measured.
Before quantitative data were recorded, the body of each frog was scanned with the
laser to determine the area of the body wall with the largest vibrational amplitude. Fig. 2
Lung–eardrum sound transmission in frogs 333
shows a typical example of the distribution of vibrational amplitudes at various points on
the body in comparison with those on the tympanum. It is evident that, besides the
eardrum, the lung area is most sensitive to sound and shows the best vibrational
responses. This was true for all species in our study.
Results
Frequency response ranges
Responses to free-field stimulation with the bandpassed white noise (total level 90 dB
SPL) were measured at the tympanum and the lateral body wall area (lung area), where
the highest vibrational amplitudes were recorded. Fig. 3 shows an average velocity
spectrum from one of each treefrog species; the spectra for the dendrobatid species are
given in Fig. 4. Frequency response ranges can be estimated as the bandpass between the
lowest and highest frequencies at which a vibration above the average background noise
becomes noticeable. Table 1 presents the maximum extensions of the frequency response
ranges combined from all the animals of each species used in this study. Frequency
response ranges of individual frogs can be smaller (compare Figs 3 and 4).
In all individuals tested, the high-frequency cut-off of the frequency response range of
the lung area was always lower than that of the tympanum. The low-frequency cut-off of
the lung area response was either lower or similar to that of the tympanum. There was no
common trend with regard to the best response range of the tympanum compared with
that of the lung area. In Smilisca baudini, there was no overlap of best response ranges.
The lung area maximum responsiveness was at much lower frequencies than that of the
tympanum (Table 1; Fig. 3A). In Osteopilus septentrionalis and Dendrobates tinctorius,
the lung area responded best at frequencies just lower than those leading to the best
responses of the tympanum (Table 1, Figs 3C, 4B). In the other four species (Hyla
cinerea, Dendrobates histrionicus, Epipedobates tricolor, Epipedobates azureiventris),
the best frequency response range of the lung largely overlapped with or lay within the
best response range of the tympanum (Table 1; Figs 3B, 4A,C,D).
a h
k
c
d
Relative average velocity
b
a c k
e f l
g m
d n
h
e i
1 cm
l
g
n
10 dB
0 1 2 3 4 5 0 1 2 3 4 5
Frequency (kHz) Frequency (kHz)
Fig. 2
Lung–eardrum sound transmission in frogs 335
Fig. 2. Average relative velocity in response to 1 and 2 kHz tones measured at the eardrum (a)
and various spots on the body wall (b–n) of an alert Osteopilus septentrionalis. The response
amplitudes are largest in the lung area (e–g, shown shaded).
into classes of equal width using the algorithm: (max2min)/√N = class width, where max
or min are the maximum or minimum measured amplitudes, N is the number of measured
amplitudes and √N is the number of classes (Sachs, 1974; Ramm and Hofmann, 1987).
The results are bimodal distributions such as those shown in Fig. 6, i.e. small (class 1) and
large (class 4) amplitudes dominated. These bimodal distributions of vibrational
amplitudes of the tympanum show that the pathway from the lung to the tympanum can
be in two functional states while the frog is breathing with the lungs.
The ranges given are the maximum extensions of the frequency response ranges combined from all
animals of each species.
The best response indicates the frequency range in which the peaks of the response curves of all
animals of a given species are located (compare Figs 3 and 4).
1Duellmann (1970); 2Oldham and Gerhardt (1975); Gerhardt (1974); 3Zimmermann and Rahmann
(1987); Zimmermann (1990); 4Zimmermann and Zimmermann (1988); 5Myers and Daly (1976).
336 G. EHRET, E. KEILWERTH AND T. KAMADA
A
Relative average velocity
L 10 dB
0 1 2 3 4 5
B
Relative average velocity
L
10 dB
0 1 2 3 4 5
C
Relative average velocity
10 dB
L
0 1 2 3 4 5
Frequency (kHz)
Fig. 3. Frequency response characteristics of the tympanum (T) and the best response area of
the lateral body wall (L) of one individual each of (A) Smilisca baudini, (B) Hyla cinerea and
(C) Osteopilus septentrionalis.
Lung–eardrum sound transmission in frogs 337
A B
T
T
L L
Relative average velocity
G 10 dB
g
0 1 2 3 4 5 0 1 2 3 4 5
0 2 4 6 8 10
C D
T T
T
L
L G 10 dB
g
0 2 4 6 8 10 0 1 2 3 4 5
Frequency (kHz)
Fig. 4. Frequency response characteristics of the tympanum (T) and the best response area of
the lateral body wall (L) of one individual each of (A) Dendrobates histrionicus, (B) D.
tinctorius, (C) Epipedobates tricolor and (D) E. azureiventris. In D, the upper x-axis scale is
related to the upper tympanum curve, which shows the whole frequency response range of the
tympanum; the lower x-axis scale is related to the lower tympanum and body wall curves
showing the tympanum and lung response with higher resolution.
Class 4
Relative displacement
Class 1
10 dB 10 dB
1 2 3 4 5 1 2 3 4 5
Frequency (kHz)
Fig. 5. An example showing a small (class 1) and large (class 4) response of the tympanum of
Smilisca baudini to selective stimulation via the lung area of the body wall.
338 G. EHRET, E. KEILWERTH AND T. KAMADA
14 10
A B
12
8
10
Number
8 6
6 4
4
2
2
0 0
1 2 3 4 1 2 3 4
16
C
12
Number
0
1 2 3 4
Class
Fig. 6. Division of displacement amplitudes of the tympanum into four classes (see Results);
class 1, small; class 4, large; classes 2, 3, intermediate. The tympanic displacements were
caused by selective tone stimulation via the lung area of the body wall while the frog was
breathing. Example distributions are shown for (A) Smilisca baudini, (N=20), (B) Hyla cinerea
(N=17) and (C) Osteopilus septentrionalis (N=19). Number, number of values in each sample.
100 100 B
A
Displacement amplitude (nm)
10 10
1 1
40 60 80 100 40 60 80 100
100 C
Displacement amplitude (nm)
10
1
40 60 80 100
Sound pressure level (dB)
and 53 times) for the higher frequencies tested (2.0 and 2.7 kHz). In Smilisca and two
individuals of Osteopilus, the vibrational amplitudes of the lung area in response to free-
field stimulation with the lower frequencies were comparable to the displacements
measured at the tympanum when the lung area was selectively stimulated with the closed
sound system and the frog was breathing with the lungs. This indicates a very effective
coupling between lung and tympanum vibrations.
Discussion
Frequency response characteristics
The general physics of sound receptor systems (Fletcher and Thwaites, 1979) predicts
that the frequency response ranges and resonance frequencies of the lateral body wall
340 G. EHRET, E. KEILWERTH AND T. KAMADA
4.5
4
3.5
Best frequency (kHz)
3
2.5 T
2
1.5
1 L
0.5
0
15 25 35 45 55 65 75
Body length (mm)
Fig. 8. Relationship between body length and the best response frequency of the tympanum T
(filled circles) and lung area of the body wall L (open squares) of all 16 individual frogs
investigated (for equations, see Discussion).
depend on the lung volume and the stiffness of the vibrating structures, mainly of the skin
covering the lung area. The tympanic frequency response is determined by the size, mass
and stiffness of the tympanic membrane and the middle ear ossicles and by the middle ear
volume (Dallos, 1973). Thus, the frequency response of the tympanic membrane and
body wall must not be the same. In harmony with previous studies on frogs and toads
(Narins et al. 1988; Jørgensen, 1991; Jørgensen et al. 1991; Hetherington, 1992), the
frequency response range of the lateral body wall always has the high-frequency cut-off
at lower frequencies than the tympanum (Figs 3, 4; Table 1). The frequencies of the best
body wall response, however, are not always lower than those of the best tympanic
response. Fig. 8 shows the relationship between best frequencies and body size for the
individuals in the present study. Best frequencies (BF) decreased significantly (P<0.005)
with increasing body length (S): lnBF=a2bS. The slope (b) is about twice as large for the
lung area of the body wall (b=0.023) as for the tympanum (b=0.01). The constants (a) in
the equation are similar (tympanum, a=1.32; lung area of body wall, a=1.56). This
indicates that the resonance frequency of the body wall vibration depends much more on
the size of the frog, and thus on the area of the skin covering the lung, than does the best
frequency of the eardrum. The best frequency response ranges of the tympanum and
lateral body wall may be similar only when the frogs are small, like the small
dendrobatids, or have a smooth and rather stiff skin covering the lungs, like hylid and
some ranid frogs (Figs 3, 4, 8; Table 1; see also Jørgensen, 1991). In this context, the very
low best frequency of the body wall of the Smilisca (Fig. 3A) can be explained by the
structure of its skin, which is rather coriaceous and covered with little warty swellings.
In general, Fig. 8 shows that a coincidence of best frequency responses of the
tympanum and lateral body wall is more likely in small than in larger frogs. This suggests
that during postmetamorphic growth the best frequency response of the eardrum and
lateral body wall may change from being similar to being different, which means that the
Lung–eardrum sound transmission in frogs 341
contribution of the lung pathway to the frequency response pattern of the tympanum may
vary with age.
Relationship of the frequency response range of the lungs to frequency spectra of calls
In Table 1, the best frequency response ranges of the tympanum and lateral body wall
over the lungs are shown together with the main frequency components of the
advertisement calls of the species investigated. With the exceptions of Osteopilus and
Epipedobates tricolor, the best response range of the lung area does not overlap with the
major frequencies of the calls. The frequencies leading to the maximum displacement of the
lateral body wall lie either between (Smilisca, Hyla) or below (D. histrionicus, D. tinctorius,
E. azureiventris) the main call frequencies. A similar incongruity between call frequencies
342 G. EHRET, E. KEILWERTH AND T. KAMADA
and best frequency response ranges of the body wall has been found in other treefrogs, such
as Eleutherodactylus coqui (Narins et al. 1988), Hyla gratiosa and Hyla versicolor
(Jørgensen, 1991; Gerhardt, 1981, 1982), in which the maximum body wall response
always occurs between low and high call frequencies. This mismatching of frequency
ranges, however, does not necessarily mean that the sound pathway via the lung is of little
importance to call perception in frogs. The available data on E. coqui, H. versicolor,
H. gratiosa and Rana temporaria (Jørgensen, 1991; Jørgensen et al. 1991) indicate that the
lung input to the eardrum contributes to the maximum directional response by attenuation of
the eardrum vibration at or above the frequency of maximum displacement of the lateral
body wall. For Hyla cinerea, the frequency range of attenuation may lie between 1.5 and
2.5 kHz (see Fig. 3). However, the lung input also leads to a maximum amplification of
eardrum vibrations below the frequency of the maximum body wall response. Thus,
eardrum vibrations in response to the low-frequency components of the advertisement calls
of H. cinerea (0.9 kHz), H. gratiosa, H. versicolor and E. coqui may be optimally amplified
by the sound pathway through the lungs. At the same time, higher-frequency components
are attenuated by the lung pathway, the magnitude of attenuation depending on the angle of
incidence of the sound. The lowpass filter of the lung pathway could lead to considerable
attenuation of high-frequency call components or even entire advertisement calls for some
species in addition to an attenuation of high-frequency noise from the environment. In
conclusion, the few data available suggest that the major functional contribution of the lung
input to the hearing of treefrogs, at least, is the enhancement of the perception of low-
frequency components of advertisement calls. This hypothesis could be tested by measuring
the ability of animals in the presence of various background noises to detect a conspecific
caller against the noise, with and without a contribution of the lung pathway to the
eardrums. When the lungs are involved, the detection of a calling frog should require a
smaller signal-to-noise ratio than when there is no input from the lung.
In the dendrobatids, such as D. histrionicus, where the frequency range of the
advertisement calls is above the best response range of the lateral body wall (Table 1), the
lungs may play a role in detecting conspecific territorial (aggressive), courtship and
release calls, all of which may have a spectrum with more low-frequency components
(1.2–4 kHz in D. histrionicus) than the advertisement call (Zimmermann, 1990;
Zimmermann and Zimmermann, 1982). Hence, the comparison of species characteristics
suggests that the sound pathway through the lungs may contribute to auditory behaviour
in different ways depending on the frequency response patterns of the tympanum and
lateral body wall and the main frequencies of the species’ calls.
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