Echoes of bat-pollinated bell-shaped flowers: conspicuous for nectar-feeding bats?
Dagmar v. Helversen*,
Marc W. Holderied
and
Otto v. Helversen
Zoological Institute, University of Erlangen, Staudtstr. 5, D-91058
Erlangen, Germany
Present address: School of Biological Sciences, University of Bristol,
Woodland Road, Bristol, BS8 1UG, UK

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Fig. 1. Experimental setup for measuring the echoes of flowers (and other objects).
Microphone (Brüel & Kjaer or GRAS 1/4'' condenser microphone)
and loudspeaker (15 mm diameter) were as close to each other as possible, with
their centers at a distance of 18 mm apart. The flower was fixed on top of a
thin holder, which projected from a slender rod, at a distance of 20 cm from
the loudspeaker-microphone array, and could be rotated by hand on a
turntable.
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Fig. 2. Impulse response (A) and spectrum of the impulse function (B) of an echo of
the flower of Markea neurantha, irradiated from 4° lateral to the
longitudinal axis of the bell. The grey tone gradation corresponds to the
attenuation steps of the echoes in Figs
3E,
4E,
5E and
6E.
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Fig. 3. Echo fingerprints of flowers in Amphitecna latifolia. (A) Sketch
of the flower (scale bar, 20 mm). (B) Duration of the impulse response for 90
directions in the horizontal plane (-90° to +90° in 2°
increments). (C) The directional pattern of the impulse response (black,
positive amplitudes; white, negative amplitudes; see
Fig. 2). (D) Overall amplitude
of the echo. (E) Spectral directional pattern from 20 kHz to 140 kHz (black, 0
dB to -6 dB; grey tone gradation in steps of 6 dB corresponding to the scale
given in Fig. 2).
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Fig. 4. Echo fingerprints of flowers in Markea neurantha. (A) Sketch of
the flower (scale bar, 20 mm). (B) Duration of the impulse response for 90
directions in the horizontal plane (-90° to +90° in 2°
increments). (C) The directional pattern of the impulse response (black,
positive amplitudes; white, negative amplitudes; see
Fig. 2). (D) Overall amplitude
of the echo. (E) Spectral directional pattern from 20 kHz to 140 kHz (black, 0
dB to -6 dB; grey tone gradation in steps of 6 dB corresponding to the scale
given in Fig. 2).
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Fig. 5. Echo fingerprints of flowers in Crescentia cujete. (A) Sketch of
the flower (scale bar, 20 mm). (B) Duration of the impulse response for 90
directions in the horizontal plane (-90° to +90° in 2°
increments). (C) The directional pattern of the impulse response (black,
positive amplitudes; white, negative amplitudes; see
Fig. 2). (D) Overall amplitude
of the echo. (E) Spectral directional pattern from 20 kHz to 140 kHz (black, 0
dB to -6 dB; grey tone gradation in steps of 6 dB corresponding to the scale
given in Fig. 2).
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Fig. 6. Echo fingerprints of flowers in Vriesea gladioliflora. (A) Sketch
of the flower (scale bar, 20 mm). (B) Duration of the impulse response for 90
directions in the horizontal plane (-90° to +90° in 2°
increments). (C) The directional pattern of the impulse response (black,
positive amplitudes; white, negative amplitudes; see
Fig. 2). (D) Overall amplitude
of the echo. (E) Spectral directional pattern from 20 kHz to 140 kHz (black, 0
dB to -6 dB; grey tone gradation in steps of 6 dB corresponding to the scale
given in Fig. 2).
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Fig. 7. Oscillogram (top) and sonagram (bottom) of a typical echolocation call of
Glossophaga soricina and two echoes of the flower Markea
neurantha (achieved by FIR-filtering the call with the impulse response
at 0° and -30°). Sonagram parameters: window size (N); frame size (F);
window overlap (O); window: flattop (FLT); resulting bandwidth (BW); software:
SASLAB Pro 4.2; Avisoft.
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Fig. 8. Spectral directional pattern of a hollow hemisphere (A), a paraboloid (B)
and an ellipsoid (C). All three hollow forms had the same circular opening
with a diameter of 36 mm but different depths (for exact parameters, see
text). Above each spectral pattern the relative intensity of the echo,
averaged over the frequency range from 20 kHz to 140 kHz, is plotted as a
function of the angle of sound incidence.
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© The Company of Biologists Ltd 2003