| Literature DB >> 32128130 |
Gabriella La Manna1, Nikolina Rako-Gospić2, Gianluca Sarà1,3, Federica Gatti1,4, Silvia Bonizzoni5,6, Giulia Ceccherelli1,7.
Abstract
The studies on the variation of acoustic communication in different species have provided insight that genetics, geographic isolation, and adaptation to ecological and social conditions play important roles in the variability of acoustic signals. The dolphin whistles are communication signals that can vary significantly among and within populations. Although it is known that they are influenced by different environmental and social variables, the factors influencing the variation between populations have received scant attention. In the present study, we investigated the factors associated with the acoustic variability in the whistles of common bottlenose dolphin (Tursiops truncatus), inhabiting two Mediterranean areas (Sardinia and Croatia). We explored which factors, among (a) geographical isolation of populations, (b) different environments in terms of noise and boat presence, and (c) social factors (including group size, behavior, and presence of calves), were associated with whistle characteristics. We first applied a principal component analysis to reduce the number of collinear whistle frequency and temporal characteristics and then generalized linear mixed models on the first two principal components. The study revealed that both geographic distance/isolation and local environment are associated with whistle variations between localities. The prominent differences in the acoustic environments between the two areas, which contributed to the acoustic variability in the first principal component (PC1), were found. The calf's presence and foraging and social behavior were also found to be associated with dolphin whistle variation. The second principal component (PC2) was associated only with locality and group size, showing that longer and more complex tonal sound may facilitate individual recognition and cohesion in social groups. Thus, both social and behavioral context influenced significantly the structure of whistles, and they should be considered when investigating acoustic variability among distant dolphin populations to avoid confounding factors.Entities:
Keywords: Mediterranean Sea; Tursiops truncatus; acoustic behavior; geographic variation
Year: 2020 PMID: 32128130 PMCID: PMC7042681 DOI: 10.1002/ece3.6029
Source DB: PubMed Journal: Ecol Evol ISSN: 2045-7758 Impact factor: 2.912
Figure 1The bottlenose dolphin (Tursiops truncatus)
Figure 2Map of the two study areas in the Mediterranean Sea: Sardinia and Croatia. Dotted lines indicate the size of the study areas. Gray lines and black points indicate the tracks and dolphin sightings (only those included in the analysis are showed)
Whistle parameters measured on the spectrogram (manually or automatically by Raven Pro 1.4 software)
| Parameter | Unit | Description |
|---|---|---|
| Start frequency | Hz | The frequency measurement at the start of the whistle. |
| End frequency | Hz | The frequency measurement at the end of the whistle. |
| Min frequency | Hz | The lower frequency limit of the selection box. |
| Max frequency | Hz | The upper frequency limit of the selection box. |
| Frequency range | Hz | Total bandwidth, calculated by max frequency minus min frequency. |
| Duration | Sec | Total duration, calculated by end time minus start time. |
| Number of inflection points | – | The number of inflection points defined as the change from positive to negative or negative to positive slope in the contour. |
Results of the four GLM (negative binomial distribution) run on noise levels in the three bands (125 Hz, 2 kHz, and 20 kHz) and group size as a function of locality (Sardinia vs. Croatia)
|
| SPL 125 Hz | SPL 2 kHz | |||||||
|---|---|---|---|---|---|---|---|---|---|
| Deviance | Res. | Dev. Res | Pr (>Chi) | Deviance | Res. | Dev. Res | Pr(>Chi) | ||
| Null | 816 | 857.54 | 816 | 808.02 | |||||
| Locality | 1 | 52.35 | 815 | 805.19 |
| 1.1332 | 815 | 806.89 | .2871 |
Null model contain only the intercept as a parameter.
Abbreviations: df: degrees of freedom; Res. df: residual degrees of freedom; Dev. Res: residuals deviance.
Bold values are statistically significant.
Descriptive statistics of whistle parameters from the two study areas (Sardinia and Croatia)
| Duration |
| Frequency range | Min frequency | Max frequency | Start frequency | End frequency | |
|---|---|---|---|---|---|---|---|
| Sardinia ( | |||||||
| Mean ± | 0.81 ± 0.59 | 1.86 ± 2.14 | 6.56 ± 3.79 | 7.05 ± 3.34 | 13.61 ± 4.93 | 8.36 ± 4.08 | 11.12 ± 5.03 |
| Range | 0.03–3.93 | 0–13 | 0.17–30.86 | 0.41–22.19 | 1.34–35.82 | 0.60–25.21 | 0.35–27.99 |
| CV | 72.84 | 115.00 | 57.77 | 47.38 | 36.22 | 48.80 | 45.23 |
| Croatia ( | |||||||
| Mean ± | 0.84 ± 0.53 | 1.38 ± 1.70 | 8.63 ± 6.70 | 6.89 ± 2.00 | 15.52 ± 3.92 | 9.10 ± 3.74 | 12.42 ± 5.00 |
| Range | 0.03–3.29 | 0–11 | 1.07–20.29 | 1.82–13.91 | 4.46–27.42 | 1.82–21.43 | 3.57–27.42 |
| CV | 63.09 | 123.18 | 77.63 | 29.02 | 25.26 | 41.10 | 40.26 |
Descriptive statistics of the three‐band noise levels in Sardinia and Croatia
| SPL 125 Hz (dB re 1 µPa rms) | SPL 2 kHz (dB re 1 µPa rms) | SPL 20 kHz (dB re 1 µPa rms) | |
|---|---|---|---|
| Sardinia ( | |||
| Mean ± | 95 ± 9 | 98 ± 9 | 103 ± 7 |
| Range | 84–135 | 84–141 | 92–127 |
| Croatia ( | |||
| Mean ± | 89 ± 11 | 99 ± 12 | 87 ± 10 |
| Range | 61–126 | 68–134 | 61–123 |
Figure 3PCA biplot displays the information on correlation among variables. The directions of the arrows show the relative loadings of the parameters on PC1 and PC2
Loadings of the first two principal components explained 71% of the total variance of the whistle acoustic parameters
| Acoustic parameters | Principal component | |
|---|---|---|
| PC1 | PC2 | |
| Min frequency |
| 0.37637 |
| Max frequency |
| −0.09759 |
| Start frequency |
| 0.25043 |
| End frequency |
| 0.13587 |
| Frequency range | −0.33811 |
|
| Number of inflection points | −0.13565 |
|
| Duration | −0.10926 |
|
Bold values are statistically significant.
Generalized linear mixed‐effect model (GLMM) with anthropogenic explanatory variables
| Effect | ||||
|---|---|---|---|---|
| Fixed effects | Value |
|
|
|
| (Intercept) | 2.01899 | 0.78980 | 2.55633 | .0108 |
| Locality | −1.41438 | 1.16559 | −1.21345 | .2253 |
| SPL 125 Hz | −0.02706 | 0.00835 | −3.23997 | .0012 |
| Boat | 0.24263 | 0.22376 | 1.08435 | .2786 |
| SPL 125 Hz: Locality | 0.02903 | 0.01223 | 2.37459 | .0178 |
| Boat: Locality | −1.13002 | 0.30166 | −3.74594 | .0002 |
The upper section shows the significant effects of the assessed explanatory variables on PC1. Value, standard errors (SE), t‐values, and significance level (p‐value) for variables retained in the best model are provided for fixed effects (explanatory variables), while estimates of the standard deviations (SD) are reported for random effects (group). The lower section presents the results of the model selection and significance of dropping the nonsignificant variables from the full model to obtain the best model. SPL = sound pressure level, “:” = interaction.
Figure 4Interaction effect between (a) locality and SPL 125 Hz (dB re 1 µPa) and (b) locality and boat on the spectral property of the whistles (PC1) as predicted by the GLMM (elaborated with the package “nlme” in R)
Generalized linear mixed‐effect model (GLMM) with anthropogenic explanatory variables
| Effect | ||||
|---|---|---|---|---|
| Fixed effects | Value |
|
|
|
| (Intercept) | −0.27195 | 0.13287 | −2.04678 | .04100 |
| Locality | 0.38256 | 0.14343 | 2.66727 | .00780 |
The upper section shows the significant effects of the assessed explanatory variables on PC2. Value, standard errors (SE), t‐values, and significance level (p‐value) for variables retained in the best model are provided for fixed effects (explanatory variables), while estimates of the standard deviations (SD) are reported for random effects (group). The lower section presents the results of the model selection and significance of dropping the nonsignificant variables from the full model to obtain the best model.
Figure 5Effect of locality on the temporal property and modulation of the whistles (PC2) as predicted by the GLMM (elaborated with the package “nlme” in R)
Generalized linear mixed‐effect model (GLMM) with socio‐behavioral explanatory variables
| Effect | ||||
|---|---|---|---|---|
| Fixed effects | Value |
|
|
|
| (Intercept) | 1.05078 | 0.39361 | 2.66960 | .00780 |
| Locality | −0.77516 | 0.38104 | −2.03431 | .04230 |
| Calf | −1.38782 | 0.38210 | −3.63212 | .00030 |
| Beh ‐ Social | 0.04086 | 0.25582 | 0.15973 | .87310 |
| Beh ‐ Travel | −0.37084 | 0.21771 | −1.70334 | .08890 |
| Locality: Calf | 1.67713 | 0.46187 | 3.63121 | .00030 |
The upper section shows the significant effects of the assessed explanatory variables on PC1. Value, standard errors (SE), t‐values, and significance level (p‐value) for variables retained in the best model are provided for fixed effects (explanatory variables), while estimates of the standard deviations (SD) are reported for random effects (group). The lower section presents the results of the model selection and significance of dropping the nonsignificant variables from the full model to obtain the best model. “:” = interaction.
Figure 6Effect of (a) the interaction between locality and calf and (b) behavior on the spectral property of the whistles (PC1) as predicted by the GLMM (elaborated with the package “nlme” in R)
Generalized linear mixed‐effect model (GLMM) with socio‐behavioral explanatory variables
| Effect | ||||
|---|---|---|---|---|
| Fixed effects | Value |
|
|
|
| (Intercept) | 0.26496 | 0.13794 | 1.920898 | .0551 |
| Group size | −0.02590 | 0.00843 | −3.073734 | .0022 |
The upper section shows the significant effects of the assessed explanatory variables on PC2. Value, standard errors (SE), t‐values, and significance level (p‐value) for variables retained in the best model are provided for fixed effects (explanatory variables), while estimates of the standard deviations (SD) are reported for random effects (group). The lower section presents the results of the model selection and significance of dropping the nonsignificant variables from the full model to obtain the best model.
Figure 7Effect of group size on the temporal property and frequency modulation of the whistles (PC2) as predicted by the GLMM (elaborated with the package “nlme” in R)