| Literature DB >> 33791543 |
R W Blob1, R Lagarde2,3, K M Diamond1, R M Keeffe4, R S Bertram5, D Ponton6, H L Schoenfuss5.
Abstract
The evolution of novel functional traits can contribute substantially to the diversification of lineages. Older functional traits might show greater variation than more recently evolved novelties, due to the accrual of evolutionary changes through time. However, functional complexity and many-to-one mapping of structure to function could complicate such expectations. In this context, we compared kinematics and performance across juveniles from multiple species for two styles of waterfall-climbing that are novel to gobiid fishes: ancestral "powerburst" climbing, and more recently evolved "inching", which has been confirmed only among species of a single genus that is nested within the clade of powerburst climbers. Similar net climbing speeds across inching species seem, at first, to indicate that this more recently evolved mode of climbing exhibits less functional diversity. However, these similar net speeds arise through different pathways: Sicyopterus stimpsoni from Hawai'i move more slowly than S. lagocephalus from La Réunion, but may also spend more time moving. The production of similar performance between multiple functional pathways reflects a situation that resembles the phenomenon of many-to-one mapping of structure to function. Such similarity has the potential to mask appropriate interpretations of relative functional diversity between lineages, unless the mechanisms underlying performance are explored. More specifically, similarity in net performance between "powerburst" and "inching" styles indicates that selection on climbing performance was likely a limited factor in promoting the evolution of inching as a new mode of climbing. In this context, other processes (e.g., exaptation) might be implicated in the origin of this functional novelty.Entities:
Year: 2019 PMID: 33791543 PMCID: PMC7671142 DOI: 10.1093/iob/obz029
Source DB: PubMed Journal: Integr Org Biol ISSN: 2517-4843
Fig. 1Phylogenetic relationships of gobiid species from which climbing performance has been evaluated, based on previous published analyses (Taillebois et al. 2014). Geographic location of each taxon is indicated in parentheses after its name: HI, Hawai’i; RÉU, La Réunion; CARIB, Caribbean (Dominica). Modes of climbing are indicated to the right of species names. Stenogobius hawaiiensis is included for reference as a non-climbing outgroup taxon. Dashed line indicates differing phylogenetic relationships of the genus Awaous. Based on available data, inching evolved once within the genus Sicyopterus.
Fig. 2Still image of juvenile S. lagocephalus, extracted from high-speed video footage, illustrating the anatomical landmarks that were digitized for kinematic analyses. Because the fish is filmed in ventral view through Plexiglas, references will be made to anatomical left and right, which are opposite of what they appear in the image. (1) anterior midline edge of upper lip; (2) right edge of lip; (3) left edge of lip; (4) posterior midline of oral sucker (for S. lagocephalus) or head (for C. acutipinnis); (5) base of right pectoral fin; (6) tip of right pectoral fin; (7) base of the left pectoral fin; (8) tip of the left pectoral fin; (9) anterior edge of pelvic sucker; (10–16) evenly spaced body axis points; (17) caudal peduncle.
Fig. 3Comparative kinematics of juvenile waterfall-climbing gobies. (A) Inching climbers. Mean profiles for kinematic variables during inching climbing by S. stimpsoni from Hawai’i (n = 26 climbing cycles, left column; data from Schoenfuss and Blob 2003) and S. lagocephalus from La Réunion: (n = 86 climbing cycles, right column). All trials were normalized to the same time duration, and plots show mean ± SE for every 2% increment of locomotor cycle duration. (B) Powerburst climbers. Mean profiles for axial kinematics during vertical powerburst climbing by juvenile A. stamineus and L. concolor from Hawai’i (n = 17 climbing cycles, left column; data pooled for these species as reported by Schoenfuss and Blob 2003), S. punctatum from Dominica (n = 22 climbing cycles, middle column; data from Schoenfuss et al. 2011); and C. acutipinnis from La Réunion (n = 87 climbing cycles, right column). Top row: bars for each equal-length segment of the body plot the mean (± SE) maximum angle of that segment to the direction of travel at any point during the cycle. Bottom row: mean (± SE) maximum amplitudes throughout the climbing cycle for each of 11 equally spaced points along the length of the fish, normalized as a percentage of body length. Original data reported in Supplementary Table S1.
Means (± SD) of morphological and performance variables for juveniles of waterfall climbing stream gobies from Hawai’i (A. stamineus, L. concolor, S. stimpsoni), Dominica (S. punctatum) and La Réunion (C. acutipinnis, S. lagocephalus), with numbers in parentheses indicating the sample size of locomotor events from which data were collected with each cycle from a different individual
| Hawai’i | Dominica | La Réunion | Kruskal–Wallis | ||||
|---|---|---|---|---|---|---|---|
| Variable |
|
|
|
|
|
| |
| Fish length (cm) | 1.4 (12) | 1.4 (17) | 2.2 (17) | 1.9 (39) | 1.6±0.5 (11) | 2.5±0.4 (62) | n/a |
| Climbing bout duration (s) | 1.81±0.85a(12) | 1.97±0.7a(17) | 7.55±6.5b(17) | 2.51±1.85a(39) | 2.49±0.52ac(11) | 3.34±1.51c(62) | <0.001 |
| Net climbing speed including rest (cm/s) | 0.21±0.10abc(12) | 0.21±0.09b(17) | 0.22±0.07b(17) | 0.21±0.13ab(39) | 0.09±0.03c(11) | 0.28±0.11ab(62) | <0.001 |
| Net climbing speed including rest (BL/s) | 0.15±0.07a(12) | 0.15±0.06a(17) | 0.10±0.03ab(17) | 0.11±0.07ab(39) | 0.06±0.03b(11) | 0.11±0.05a(62) | <0.001 |
| Speed during climbing only (cm/s) | 1.17±0.46ab(12) | 0.94±0.14a(17) | 0.34±0.07bc(17) | 1.02±0.47a(39) | 0.73±0.25a(11) | 0.62±0.12c(62) | <0.001 |
| Speed during climbing only (BL/s) | 0.84±0.33a(12) | 0.67±0.10a(17) | 0.15±0.03b(17) | 0.54±0.25a(39) | 0.50±0.23a(11) | 0.25±0.07c(62) | <0.001 |
| Percent time in motion1–3 | 20.0±10.3a(12) | 22.3±11a(17) | 54.3±21b(16) | 21.6±11.6a(39) | 13.5±5.4a(11) | 47.2±18.4b(62) | <0.001 |
Data for Hawaiian species from (Blob et al. 2006), data for S. punctatum from (Schoenfuss et al. 2011), data for species from La Réunion new in this study.
Superscript letters (a, b, c) indicate groupings of significantly different species (P < 0.05), based on Dunn’s post-hoc tests corrected for multiple comparisons, conducted after Kruskal–Wallis analyses.
Data arcsine transformed prior to Kruskal–Wallis analysis.
n/a, not applicable; BL/s, body lengths per second.
Fig. 4Comparative climbing performance of juvenile waterfall-climbing gobies, measured over 20 cm distances. (A) Net speed including periods of rest, normalized for body size. (B) Speed during periods of movement only, normalized for body size. (C) Proportion of time spent moving during 20 cm trials. Boxes show 25th percentile, median, and 75th values; whiskers illustrate 10th and 90th percentile values; open circles indicate values outside these percentiles. Vertical dashed line in each plot divides species by climbing style (powerburst climbers on the left, inching climbers on the right). Colors represent differences in locality, with white boxes showing data from Hawaiian species derived from Blob et al. (2006), gray boxes data from Caribbean species derived from Schoenfuss et al. (2011), and orange boxes new data from Réunionese species. Different boldface letters above each box plot indicate significant differences between groups, determined by Kruskal–Wallis analyses with Dunn’s post-hoc tests, corrected for multiple comparisons (P < 0.05). As, A. stamineus; Lc, L. concolor; Sp, S. punctatum; Ca, C. acutipinnis; Ss, S. stimpsoni; Sl, S. lagocephalus. Original data and sample sizes are reported in Supplementary Table S2.