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Bat Echolocation Researc h - Bat Conservation International

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Figure 9: The best listening frequency often coincides with the shallower<br />

part, or the narrowband (QCF) part of a pulse. An even distribution of<br />

energy, making for no best listening frequency, is also diagnostic.<br />

Harmonics<br />

Harmonics occur as a component of the bat’s signal or<br />

even as artifacts of signal processing in the detector or<br />

analysis software. Harmonics can be analyzed using a<br />

time-expansion system and can be heard in the field with<br />

heterodyne detectors. Use of harmonics for species identification,<br />

however, requires more research. In species<br />

where the discriminating narrowband QCF frequencies<br />

are relatively close (e.g., Eptesicus serotinus versus E. nilssonii,<br />

or Pipistrellus pipistrellus, P. nathusii, and P. kuhlii), an analysis<br />

of harmonics, where the ‘gap’ between harmonics is doubled<br />

or tripled, can enhance discrimination (Fig. 10).<br />

Frequency Range<br />

<strong>Bat</strong> signals are often described with respect to the<br />

range of frequencies in a call, which can be expressed as<br />

bandwidth. Thus, a call sweeping from 80 to 40 kHz has<br />

a bandwidth of 40 kHz. Because atmospheric attenuation<br />

is stronger at higher frequencies (e.g., Griffin 1971;<br />

Lawrence and Simmons 1982), the distance between bat<br />

and microphone influences the presence of high frequencies<br />

in the received signal, resulting in increased<br />

variation in, and often underestimation of, maximum frequency.<br />

The directionality of the microphone and the<br />

‘beam of sound’ produced by the bat are also frequencydependent.<br />

The position and angle of flight direction of<br />

the bat relative to the plane of the microphone membrane<br />

therefore influences the presence of high frequencies<br />

in the received signal. As a result, maximum frequency<br />

is a difficult parameter to measure in the field or<br />

in the analysis of recordings of free-flying bats. The lowest<br />

frequency is less affected by these phenomena. In<br />

narrowband pulses, lowest frequency almost always<br />

coincides with the best listening frequency in the QCF<br />

part of the call (Fig. 6).<br />

Shape or Curvature<br />

The pattern of change in the FM rate or the presence<br />

of real CF, such as in a horseshoe bat’s pulse, gives pulses<br />

a specific character or shape. Species exhibit a range<br />

of possible shapes (Fig. 11) and individuals show flexibility<br />

in relation to the hunting environment and behavior.<br />

FM pulses can be almost linear (e.g., M. bechsteinii, M.<br />

nattereri, M. myotis), curvilinear (e.g., Plecotus spp., M.<br />

mystacinus/brandtii), or bilinear, with a steep, even portion<br />

followed by a shallower part, terminating in a further<br />

rapid sweep (e.g., M. daubentoni, M. mystacinus/brandtii in<br />

open habitat, M. myotis in open habitat). Curvilinear calls<br />

may have a relatively long narrowband QCF ending<br />

(e.g. Pipistrellus sp., Nyctalus sp., Vespertilio murinus, Miniopterus<br />

schreibersii). Bilinear calls may appear as steeper<br />

FM, with a clear angle to the narrowband ending of the<br />

pulse (Eptesicus sp.). In relatively open habitat situations<br />

or while commuting, the shallow part in the middle of<br />

the pulse of, e.g., M. dasycneme or M. myotis/blythii may<br />

become very narrowband (QCF). In open situations, the<br />

narrowband pulse of, e.g., N. noctula may lose its steeper<br />

FM beginning altogether, while the pulse of a species<br />

like M. dasycneme loses the steeper FM parts at the beginning<br />

and end of the pulse. Distinct patterns include the<br />

hook-shaped QCF-FM calls of the barbastelle (Barbastella<br />

barbastellus), beginning with a shallow part and ending<br />

in steeper FM, or the FM-CF-FM calls of the Rhinolopidae<br />

(Fig. 11 – e.g., Ahlén 1981; Kalko and Schnitzler<br />

1993; Limpens and Roschen 1995; Limpens et al. 1997;<br />

O’Farrell et al. 1999; Tupinier 1996; Weid and von Helversen<br />

1987).<br />

Figure 11: Examples of pulse shape.<br />

Figure 10: Harmonics<br />

can help differentiate<br />

between similar bestlistening<br />

frequencies.<br />

52 <strong>Bat</strong> <strong>Echolocation</strong> <strong>Researc</strong>h: tools, techniques & analysis

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