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Bivalve body-size distribution through the Late Triassic mass extinction event

Published online by Cambridge University Press:  26 January 2022

L. Felipe Opazo*
Affiliation:
Florida Museum of Natural History, Invertebrate Paleontology, Dickinson Hall, Room 252, 1659 Museum Road, Gainesville, Florida 32611; U.S.A.; Department of Ecology, Pontificia Universidad Catolica de Chile, Santiago, Chile. E-mail: lfopazo@bio.puc.cl
Richard J. Twitchett
Affiliation:
Department of Earth Sciences, Natural History Museum, London SW7 5BD, United Kingdom. E-mail: r.twitchett@nhm.ac.uk
*
*Corresponding author.

Abstract

The synergic relationship between physiology, ecology, and evolutionary process makes the body-size distribution (BSD) an essential component of the community ecology. Body size is highly susceptible to environmental change, and extreme upheavals, such as during a mass extinction event, could exert drastic changes on a taxon's BSD. It has been hypothesized that the Late Triassic mass extinction event (LTE) was triggered by intense global warming, linked to massive volcanic activity associated with the Central Atlantic Magmatic Province. We test the effects of the LTE on the BSD of fossil bivalve assemblages from three study sites spanning the Triassic/Jurassic boundary in the United Kingdom. Our results show that the effects of the LTE were rapid and synchronous across sites, and the BSDs of the bivalves record drastic changes associated with species turnover. No phylogenetic signal of size selectivity was recorded, although semi-infaunal species were apparently most susceptible to change. Each size class had the same likelihood of extinction during the LTE, which resulted in a platykurtic BSD with negative skew. The immediate postextinction assemblage exhibits a leptokurtic BSD, although with negative skew, wherein surviving species and newly appearing small-sized colonizers exhibit body sizes near the modal size. Recovery was relatively rapid (~100 kyr), and larger bivalves began to appear during the pre-Planorbis Zone, despite recurrent dysoxic/anoxic conditions. This study demonstrates how a mass extinction acts across the size spectrum in bivalves and shows how BSDs emerge from evolutionary and ecological processes.

Information

Type
Articles
Copyright
Copyright © The Author(s), 2022. Published by Cambridge University Press on behalf of The Paleontological Society
Figure 0

Figure 1. Body-size distribution (BSD) model across evolutionary time. Based on the model of McKinney (1990), the scheme shows how cladogenetic diffusion processes give rise to BSDs. Small sizes are more common and tend to accumulate around the modal size, while clades of larger sizes arriving gradually into the community expand the tail of the distribution. An extinction event punctuates the diffusion process, generating two outcomes depending on whether the extinction is selective or not. Larger sizes are eliminated under selective extinctions, while a nonselective event generates a flatter BSD due to a random probability of extinction.

Figure 1

Figure 2. Stratigraphy, location, and paleogeography of study sites sampled in the United Kingdom. A, Sampled localities in this study (white squares). B, Global view of Pangea showing the paleogeographic location of United Kingdom during the Rhaetian–Hettangian (white square). C, Generalized stratigraphic and biostratigraphic scheme of the Triassic–Jurassic of the United Kingdom, with a carbon isotope curve from the section at St. Audrie's Bay, UK. The shaded gray area indicates the extinction horizon, which coincides with the first negative carbon isotope excursion (CIE) (Hesselbo et al. 2004). Line with arrowheads indicates the position of the main negative carbon isotope excursion (Main CIE) (Hesselbo et al. 2004); the durations of each unit were obtained from Ruhl et al. (2010), Bonis et al. (2010), Wotzlaw et al. (2014), and Weedon et al. (2019). CAMP, Central Atlantic Magmatic Province.

Figure 2

Figure 3. Species richness and body-size patterns of bivalves through the Triassic–Jurassic of the UK sections. A, Raw species richness recorded for each stratigraphic unit and locality. B, Rarefied richness. Average values (±95% confidence intervals) of species richness estimated as sampling size increases. Significant differences were assumed if 95% confidence intervals did not overlap. WF, Westbury Formation; CM, Cotham Member; LM, Langport Member; PPZ, pre-Planorbis Zone, PZ, Planorbis Zone, LZ, Liasicus Zone, AZ, Angulata Zone. C, Body-size distribution of all bivalves recorded across the Triassic–Jurassic sections. A lognormal distribution was fit to the observed BSD. D, Bivariate relationships between body size and raw species richness plotted for each stratigraphic unit. Each line represents the kernel density fit to the data.

Figure 3

Figure 4. Temporal changes in the dispersal parameters of the body-size distributions (BSDs) of 37 Triassic–Jurassic bivalve taxa recorded in this study. A, Residual values of the log2 body size grouped by stratigraphic unit; each point represents one species, with each symbol indicating the locality from which it was sampled (St. Audrie's Bay; Larne, Northern Ireland; and Pinhay Bay). Log2 mean body size ± SE is indicated for each stratigraphic unit. Zero on the y-axis represents the grand mean estimated from all species. Dashed lines are 95% confidence intervals estimated by bootstrapping with replacement (9999 iterations). B, Mean coefficient of variation of body size for each stratigraphic unit (-●-). Thin lines are 95% confidence intervals estimated by the bootstrapping procedure. C, Minimum (Min.), mean (Mean: -●-), and maximum (Max.) size for each stratigraphic unit. D, Skewness of the BSDs for each stratigraphic unit. Positive values indicate a right skew with a long tail of the data to the right; negative values indicate a left skew to the data. Size kernel–density plots (pale gray) show changes in the BSD between each stratigraphic unit. Key to stratigraphic units as in Fig. 3.

Figure 4

Table 1. Statistical descriptors of the body size distributions (BSDs) of the bivalve species recorded in each stratigraphic unit. All size values are expressed in log2. S-W, Shapiro-Wilk test values. No significant differences from a normal distribution were detected, critical α value = 0.05. WF, Westbury Formation; CM, Cotham Member (Lilstock Formation); LM, Langport Member (Lilstock Formation); and Blue Lias Formation ammonite zones: PPZ, pre-Planorbis Zone; PZ, Planorbis Zone; LZ, Liasicus Zone; AZ, Angulata Zone.

Figure 5

Figure 5. Body size and survivorship in bivalves during the Late Triassic mass extinction event and Hettangian recovery. A, The coefficient of variation for each extinction category through time. Thicker lines represent the mean value of the coefficient of variation, while the thinner lines represent the 95% confidence intervals estimated by bootstrapping. B, The residual values of log2 body size for each extinction category (survivors, victims, and postextinction colonizers). Each point represents the residual value of a single species within each stratigraphic unit. Zero on the y-axis represents the grand mean size estimated from all species. Dashed line is the 95% confidence intervals, estimated by bootstrapping. Black arrows indicate a reduction in size during the extinction horizon (shaded gray). Key to stratigraphic units as in Fig. 3. As, Astarte sp.; Ca, Camptonectes sp.; CR, Cardinia regularis; Cas, Cassianella sp.; CV, Chlamys valoniensis; Da, Dacryomya sp. GO, Gervillella ornata; GrO, Gryphaea obliquata.; GH, Grammatodon hettangiensis; IC, Isocyprina concentricum; IE, Isocyprina ewaldi; LB, Liostrea bristovi; LH, Liostrea hisingeri; MCa, Mactromya cardioides; Me, Mesomiltha sp.; MH, Modiolus hillanus; MM, Modiolus minimus; MS, Modiolus sodburiensis; Msp, Modiolus sp.; MV, Modiolus ventricosus; MY, Myoconcha psilonoti; MC, Mytilus cloacinus; OF, Oxytoma fallax; PE, Palaeoneilo elliptica; PN, Palaeonucula navis; Pe, Permophorus elongatus; Ph, Pholadomya sp.; PA, Placunopsis alpina; PG, Plagiostoma giganteum; PP, Plagiostoma punctatum; Pl, Pleuromya sp.; PR, Protocardia rhaetica; PD, Pseudolimea duplicata; Pt, ?Pteromya sp.; PCr, Pteromya crowcombeia; PL, Pteromya langportensis; RC, Rhaetavicula contorta; RB, Rollieria bronni; RT, Ryderia texturata. C, Phylogenetic correlogram for body size in Triassic–Jurassic bivalve species from the study sites. Moran's I coefficients are calculated from the mean sizes of the 37 species recorded in this study. Although the figure shows the phylogenetic gradient that would be expected if closely related species were more similar in size than distantly related species, the Moran's I coefficients are not significant at any taxonomic level (p > 0.05; see Supplementary Table 4). D, Phylogenetic effect on body-size selectivity. The plot shows the relationship between the average size of each species and its ordinal body size. The dashed line represents a linear regression fit to the data set; extinction selectivity against large body size would be indicated if the victim species were grouped above the regression line, while selection against small size would be indicated if victims grouped below the regression line.

Figure 6

Table 2. Regression of ordinal body size versus the average size per species for each extinction category. RE, regression equation; S ± SE, slope ± SE; In, intercept ± SE; r2, coefficient of determination; Sy.x, SE of the regression; dfn, dfd = degree of freedom of the numerator (n) and denominator (d); F, value of F distribution. Significance value: **p < 0.05.

Figure 7

Figure 6. Changes in the size–frequency distributions of the body sizes of infaunal, semi-infaunal, and epifaunal bivalves through the Triassic–Jurassic of the United Kingdom. A, Westbury Formation (WF); B, Cotham Member (CM; Lilstock Formation); C, Langport Member (LM; Lilstock Formation); D, pre-Planorbis Zone (PPZ); E, Planorbis Zone (PZ); F, Liasicus Zone (LZ); G, Angulata Zone (AZ). The fitting of each curve is based on a combination of kernel density estimation and smoothed bootstrap resampling using bin sizes of 0.25 on a log2 scale. All distributions are unimodal but with highly variable skewed frequency distributions. H, Changes in the weighted marginal geometric mean values (±SE) for each tier through time.

Figure 8

Figure 7. Contrasting null models of Triassic–Jurassic bivalve body size from St. Audrie's Bay (A), Larne (B), and Pinhay Bay (C). Each point represents the mean size of a specific genus recorded at the stratigraphic height shown (see Supplementary Data for detailed stratigraphic logs). Genus-level body sizes were plotted to avoid overcrowding of data points. Thick black lines show the average size of all individual bivalves from each sample, estimated from raw data, with 2.5% and 97.5% percentiles. The gray shaded area with thin black lines represents the null model, with 2.5% and 97.5% percentiles, calculated by row permutation (number of iterations = 9999) of the geometric mean of each individual by species through the samples. Key to stratigraphic units as in Fig. 3.

Figure 9

Table 3. Observed and randomized mean body-size values for each Triassic–Jurassic section. Loc., locality; AB, St. Audrie's Bay; PB, Pinhay Bay; L, Larne, Northern Ireland. t-value, t-distribution value. Significance values: *p < 0.05; ***p < 0.001.