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Geographical variation in franciscana (Pontoporia blainvillei) external morphology

Published online by Cambridge University Press:  13 July 2011

Beatriz H.A. Barbato*
Affiliation:
Programa de Pós-Graduação em Oceanografia Biológica, Universidade Federal do Rio Grande, PO Box 474, Rio Grande, Rio Grande do Sul, 96201-900, Brazil
Eduardo R. Secchi
Affiliation:
Laboratório de Tartarugas e Mamíferos Marinhos, Instituto de Oceanografia, Universidade Federal do Rio Grande, PO Box 474, Rio Grande, Rio Grande do Sul, 96201-900, Brazil
Ana Paula M. Di Beneditto
Affiliation:
Laboratório de Ciências Ambientais, Universidade Estadual do Norte Fluminense, Avenida Alberto Lamego, 2000, Campos dos Goyatacazes, Rio de Janeiro, 28013-602, Brazil
Renata M.A. Ramos
Affiliation:
Everest Tecnologia em Serviços Ltda, Avenida Nossa Senhora dos Navegantes, 675/1201, Vitória, Espírito Santo, 29056-900, Brazil
Carolina Bertozzi
Affiliation:
Projeto Biopesca, R Paraguai, 241, Praia Grande, 11702-070, São Paulo, Brazil
Juliana Marigo
Affiliation:
Projeto Biopesca, R Paraguai, 241, Praia Grande, 11702-070, São Paulo, Brazil
Pablo Bordino
Affiliation:
Fundación Aquamarina, CECIM, Del Sauce 748, Pinamar, Buenos Aires B7167BSN, Argentina
Paul G. Kinas
Affiliation:
Laboratório de Estatística Ambiental, Instituto de Matemática, Estatística e Física, Universidade Federal do Rio Grande, PO Box 474, Rio Grande, Rio Grande do Sul, 96201-900, Brazil
*
Correspondence should be addressed to: Beatriz H.A. Barbato, Programa de Pós-Graduação em Oceanografia Biológica, Universidade Federal do Rio Grande, PO Box 474, Rio Grande, Rio Grande do Sul, 96201-900, Brazil email: biabarbato@yahoo.com.br
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Abstract

Four distinct Franciscana Management Areas (FMAs) have been proposed based on several lines of evidence including genotype, phenotype, population response and distribution. To determine if differences in external morphology fit this division, a canonical variate analysis was carried out for males and/or females from FMAs I to IV using up to 14 characters. A total of 78 adult specimens were analysed. More than 90% of the differences between groups were summarized by three canonical variates. Females were larger than males in all areas. Females from FMA IV were of intermediate length between those from FMA I and FMA III and individuals from FMA II were smaller than those from all other areas. Position of dorsal fin and morphology of the anterior body region, differentiate individuals from FMA I and FMA III. Morphological differences found in this study give additional support for the proposed FMAs. Since habitat characteristics and franciscana feeding ecology vary regionally, it is possible that observed morphological differences are due to ecological divergence for niche occupation. The indication of a discontinuous distribution, consistency between genetic and morphological evidence, and a short time genetic divergence, might indicate that franciscanas inhabiting FMA I represent a distinct subspecies.

Information

Type
Research Article
Copyright
Copyright © Marine Biological Association of the United Kingdom 2011
Figure 0

Fig. 1. Map showing the southern and northern limits of the franciscana range and the four proposed Franciscana Management Areas (FMAs) (modified from Secchi et al., 2003). Unshaded areas represent gaps in franciscana distribution.

Figure 1

Table 1. Number of adult specimens by location, sex and putative population used in the analyses. The only male from Franciscana Management Area (FMA) IV was not included.

Figure 2

Fig. 2. Schematic description of the measurements used in the morphometric analysis of franciscanas.

Figure 3

Table 2. External morphometric characters common to Franciscana Management Areas (FMAs) I, II and III.

Figure 4

Table 3. Summary of external morphological measurements of mature males and females from Rio de Janeiro. FMA, Franciscana Management Area; Min, minimum; Max, maximum; SE, standard error; N, number. For definitions of codes see text.

Figure 5

Table 4. Summary of external morphological measurements of mature males and females from São Paulo. FMA, Franciscana Management Area; Min, minimum; Max, maximum; SE, standard error; N, number. For definitions of codes see text.

Figure 6

Table 5. Summary of external morphological measurements of mature males and females from Rio Grande do Sul. FMA, Franciscana Management Area; Min, minimum; Max, maximum; SE, standard error; N, number. For definitions of codes see text.

Figure 7

Table 6. Summary of external morphological measurements of mature females from Argentina. FMA, Franciscana Management Area; Min, minimum; Max, maximum; SE, standard error; N, number. For definitions of codes see text.

Figure 8

Table 7. Results of a two-way analysis of variance and Shapiro–Wilk test for each one of the 14 external morphometric characters (2 df for area and 1 df for sex). For definitions of codes see text.

Figure 9

Table 8. Results of analysis of variance and Shapiro–Wilk test for each one of 12 external morphometric characters (3 df). For definitions of codes see text.

Figure 10

Table 9. Analysis of variance (ANOVA) of multiple-group principal component analysis (MGPCA) scores. Within-group variance is the percentage of within-group variation summarized by the multiple group principal components. Between-group variance is the percentage that each component contributes to between-group variance (for males and females separately). The F ratios are derived from a two-way ANOVA of the MGPCA scores, and show how individual components differentiate between sexes and localities.

Figure 11

Table 10. Analysis of variance (ANOVA) of multiple-group principal component analysis (MGPCA) scores. Within-group variance is the percentage of within-group variation summarized by the multiple group principal components. Between-group variance is the percentage that each component contributes to between-group variance. The F ratios derived from ANOVA of the MGPCA scores show how individual components differentiate between localities.

Figure 12

Fig. 3. 95% confidence contours from individual scores of canonical variates CV1 × CV2.

Figure 13

Fig. 4. 95% confidence contours from individual scores of canonical variates CV2 × CV3.

Figure 14

Fig. 5. 95% confidence contours from individual scores of canonical variates CV1 × CV2.

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Fig. 6. 95% confidence contours from individual scores of canonical variates CV2 × CV3.

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Fig. 7. 95% confidence contours from individual scores of canonical variates CV1 × CV3.

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Table 11. Standardized component scores from canonical variates analysis. The three components summarize, respectively, 79.31%, 15.65% and 4.01% of overall variation for males and females analysed together. For definition of codes see text.

Figure 18

Table 12. Standardized component scores from canonical variates analysis. The three components summarize, respectively, 67.21%, 22.19% and 10.61% of overall variation for females. For definitions of codes see text.

Figure 19

Fig. 8. Frequency distribution of mean Mahalanobis distance between centroids, derived through 300 Monte Carlo simulations.