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Reduction in muscle fibre number during the adaptive radiation of notothenioid fishes: a phylogenetic perspective

Ian A. Johnston1,*, Daniel A. Fernández1,{dagger}, Jorge Calvo2, Vera L. A. Vieira1, Anthony W. North3, Marguerite Abercromby1 and Theodore Garland, Jr4

1 Gatty Marine Laboratory, Division of Environmental and Evolutionary Biology, School of Biology, University of St Andrews, St Andrews, Fife, KY16 8LB, Scotland, UK
2 Centro Austral de Investigaciones Cientificas (CADIC), Consejo Nacional de Investigaciones Cientificas y Tecnicas (CONICET) CC92, Ushuaia, 9410, Tierra del Fuego, Argentina
3 British Antarctic Survey, High Cross, Madingley Road, Cambridge, CB3 OET, UK
4 Department of Biology, University of California, Riverside, CA 92521, USA



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Fig. 1. Sample sites in relation to the Polar Frontal Zone and summer and winter sea surface temperatures represented by the mean of satellite observations between 1971 and 2001 for February and September.

 


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Fig. 2. Phases of growth observed in the myotomal muscle of Antarctic and sub-Antarctic notothenioid fish. (A–G) Transverse sections through the trunk stained with Haematoxylin–Eosin (A) Section from Notothenia coriiceps, 11.2 cm standard length (SL), stained with the antibody S58, showing the presence of a superficial layer of slow muscle fibres (arrows) dorsal to the major horizontal septum. (B) Trematomus newnesi, 13.3 cm SL, section stained with S58 showing the slow muscle fibres adjacent to the lateral line nerve (arrows). The fast muscle fibres were counterstained with Haematoxylin–Eosin. (C) Dorsal region of the trunk in a juvenile Notothenia coriiceps, 6.0 cm SL. The arrowheads indicate zones of stratified hyperplasia containing fibres of smaller diameter than the surrounding tissue. (D) The start of mosaic hyperplasia (arrowheads) in the fast muscle of a juvenile Notothenia coriiceps, 6.7 cm SL. Note that small diameter satellite fibres are not uniformly distributed through the field of view. (E) The pattern of fibre diameters characteristic of mosaic hyperplasia was still present in E. maclovinus of 37.5 cm SL. (F) Active mosaic hyperplasia (arrowheads) in the fast muscle of a juvenile Eleginops maclovinus, 4.7 cm SL. (G) The smallest specimen of Paranotothenia magellanica captured, 9.3 cm SL, showed a mosaic pattern of fibre diameters (arrowheads). s, slow muscle; f, fast muscle; sk, skin; ms, myosepta. Scale bars, 200 µm (A–C,E); 100 µm (D,F,G).

 


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Fig. 8. Maximum likelihood phylogenetic tree estimated from 12S mitochondrial rRNA sequences and the trait values for the final number of fast muscle fibres (FNmax) for the notothenioid fishes studied using Phylip. Values are means ± S.E.M. (number of individuals). The bootstrap support values obtained from the Phylip analysis are shown italicised in parentheses by the nodes (see text for details). The branch lengths and node heights for the tree are given in the Appendix. The size of the fish gives some indication of their relative sizes, but they are not drawn to scale. The locomotory habit of each species is also shown: D, demersal; D/P, demerso-pelagic and P, pelagic. The colours on the right-hand side show the geographical zone of capture for each species: Beagle Channel (green), Shag Rocks, South Georgia (light blue) and Antarctic Peninsula (dark blue). The colours on the left-hand side indicate the current taxonomic families, some of which are not monophyletic.

 


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Fig. 3. Phases of growth observed in the myotomal muscle of Antarctic and sub-Antarctic notothenioid fish that have a relatively low final muscle fibre number. (A) Transverse section through the trunk stained with Haematoxylin–Eosin from an adult icefish Chaenocephalus aceratus, 27.6 cm standard length (SL). Note the relatively uniform distribution of large diameter (approx. 200 µm) muscle fibres. (B) Transverse section of a region of fast muscle fibres from an adult Notothenia coriiceps, 35.5 cm SL, stained with Scarab Red to visualise collagen fibrils. The arrowheads show the apparent splitting of a fibre into smaller daughter fibres each surrounded by a connective tissue sheath. (C) Transverse section of a region of fast muscle fibres from an adult Patagonotothen longipes sp. (27.8 cm SL) showing the apparent splitting of a fibre into smaller daughter fibres. Arrowheads indicate the position of myonuclei. ms, myosepta. Scale bars, 200 µm (A,B); 100 µm (C).

 


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Fig. 4. The distribution of muscle fibre diameters in relation to fish standard length (SL, cm) in the fast myotomal muscle of (A) Eleginops maclovinus and (B) Patagonotothen tessellata. Smooth distributions were fitted to 1000 measurements of muscle fibre diameter using a kernel function. Each dotted line represents an individual fish. The coloured lines represent the smallest (red), the largest (blue) and an intermediate size (green) fish, of indicated SL.

 


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Fig. 5. The relationship between the estimated maximum fast muscle fibre diameter and standard length within nine species of Notothenioid fishes from the Southern Ocean and Patagonian shelf. (A) Antarctic Peninsula, Notothenia coriiceps (open squares); Shag Rocks, Dissosticus eleginoides (open circles); Tierra del Fuego, Eleginops maclovinus (filled circles), Patagonotothen tessellata (open triangles), P. longipes sp. (inverted filled triangles) and P. sima (filled squares). (B) Shag rocks, Icefishes Chaenocephalus aceratus (open triangles), Champsocephalus gunnari (open squares); Tierra del Fuego, Paratonothenia magellanica (closed circles).

 


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Fig. 6. (A–C). The relationship between the number of muscle fibres and the total cross-sectional area (TCA) of fast muscle at 0.7 standard length (SL). (A) Eleginops maclovinus, (B) Patagonotothen tessellata and (C) Notothenia coriiceps. The broken lines represent the estimate of FNmax.

 


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Fig. 7. The relationship between log10 maximum fibre number (FNmax; data from Fig. 8) and log10 maximum standard length (SLmax; data from Table 1) among 16 species of notothenioid fishes from Tierra del Fuego (filled circles), Shag Rocks, South Georgia (open triangles) and the Antarctic Peninsula (open circles). A conventional least-squares linear regression was fitted to the data. The equation was: log10FNmax=2.53+log10SLmaxx1.12 (F1,14=30.8, P<0.0001; r2=0.69).

 





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