| Literature DB >> 28203032 |
Gaëtan Richard1,2, Olga A Filatova1,3, Filipa I P Samarra1,4, Ivan D Fedutin3, Marc Lammers5, Patrick J Miller1.
Abstract
Herring-eating killer whales debilitate herring with underwater tail slaps and likely herd herring into tighter schools using a feeding-specific low-frequency pulsed call ('herding' call). Feeding on herring may be dependent upon daylight, as the whales use their white underside to help herd herring; however, feeding at night has not been investigated. The production of feeding-specific sounds provides an opportunity to use passive acoustic monitoring to investigate feeding behaviour at different times of day. We compared the acoustic behaviour of killer whales between day and night, using an autonomous recorder deployed in Iceland during winter. Based upon acoustic detection of underwater tail slaps used to feed upon herring we found that killer whales fed both at night and day: they spent 50% of their time at night and 73% of daytime feeding. Interestingly, there was a significant diel variation in acoustic behaviour. Herding calls were significantly associated with underwater tail slap rate and were recorded significantly more often at night, suggesting that in low-light conditions killer whales rely more on acoustics to herd herring. Communicative sounds were also related to underwater tail slap rate and produced at different rates during day and night. The capability to adapt feeding behaviour to different light conditions may be particularly relevant for predator species occurring in high latitudes during winter, when light availability is limited.Entities:
Year: 2017 PMID: 28203032 PMCID: PMC5281646 DOI: 10.1007/s00227-016-3059-8
Source DB: PubMed Journal: Mar Biol ISSN: 0025-3162 Impact factor: 2.573
Fig. 1Field site (Kolgrafafjordur) with the location of the deployed hydrophone represented by a star
Fig. 2Examples spectrograms for each sound category, a linear herding call, b nonlinear herding call, c tail slap, d monophonic call, e two-voice call, f whistle and g high-frequency whistle. Spectrogram parameters: window = Hanning; FFT length = 2048; window length = 1024; overlap = 0.875
Fig. 3Mean number (nb) of all sound classes produced from all the recordings (37 days) plotted against time of day (hour). Blue indicates night-time, red indicates daytime and green indicates the twilight
Percentages (and number) of presence events with at least one instance of each sound type
| Sounds category | Linear herding call | Nonlinear herding call | Tail slaps | Monophonic | Biphonic | Whistles | High-frequency whistles |
|---|---|---|---|---|---|---|---|
| Day (22) (number of presence events) | 50% (11) | 23% (5) | 77% (17) | 100% (22) | 50% (11) | 86% (19) | 59% (13) |
| Night (24) (number of presence events) | 71% (17) | 58% (14) | 50% (12) | 92% (22) | 25% (6) | 54% (13) | 38% (9) |
Fig. 4Mean rate of sound production (number of sounds per min) of different sound categories during day and night. Note that ‘Tail slaps’ are acoustic cues of feeding activity, whereas all other sounds are produced by the killer whales directly as acoustic signals
Results of the generalised linear models, explaining the different sound categories in relation to tail slap rate and the light period per event, with or without interaction (Rate of tail slap:Night) and using event duration as an offset
| Response variable | Explanatory variables | Estimate |
|
|
|---|---|---|---|---|
| Linear herding calls | Rate tail slap |
|
| < |
| Night |
|
| < | |
| Nonlinear herding calls | Rate tail slap | −0.09 | −0.19 | 0.85 |
| Night |
|
| < | |
| Monophonic calls | Rate tail slap |
|
| < |
| Night | −0.10 | −1.54 | 0.12 | |
| Interaction ( | − | − |
| |
| Biphonic calls | Rate tail slap | 0.26 | 0.76 | 0.45 |
| Night | − | − | < | |
| Interaction ( |
|
| < | |
| Whistles | Rate tail slap |
|
| < |
| Night | −0.19 | −1.03 | 0.30 | |
| Interaction ( | −1.09 | −1.88 | 0.06 | |
| High-frequency whistles | Rate tail slap | 0.97 | 2.01 | 0.04 |
| Night |
|
| < | |
| Interaction ( | − | − | < |
The base level for the categorical variable ‘Period’ is ‘Day’. Thus, the effect of the variable ‘Rate of tail slap’ was estimated for data where Period = Day, and the interaction (Rate of tail slap:Night) estimated the difference between the effects of the variables ‘Rate of tail slap’ for both categories, i.e. the effect during night minus the effect during day. We considered a fixed factor significantly related to the explained factor if the P value was below 0.008 (in bold), after applying a Bonferroni correction