Hostname: page-component-78c5997874-ndw9j Total loading time: 0 Render date: 2024-11-18T23:45:05.679Z Has data issue: false hasContentIssue false

Craniodental functional evolution in sauropodomorph dinosaurs

Published online by Cambridge University Press:  22 May 2017

David J. Button
Affiliation:
School of Earth Sciences, University of Bristol, Life Sciences Building, 24 Tyndall Avenue, Bristol, BS8 1TQ, U.K.; Department of Earth Sciences, The Natural History Museum, London, SW7 5DB, U.K. E-mail: [email protected].
Paul M. Barrett
Affiliation:
Department of Earth Sciences, The Natural History Museum, London, SW7 5DB, U.K. E-mail: [email protected]
Emily J. Rayfield
Affiliation:
School of Earth Sciences, University of Bristol, Life Sciences Building, 24 Tyndall Avenue, Bristol, BS8 1TQ, U.K. E-mail: [email protected]

Abstract

Sauropodomorpha included the largest known terrestrial vertebrates and was the first dinosaur clade to achieve a global distribution. This success is associated with their early adoption of herbivory, and sauropod gigantism has been hypothesized to be a specialization for bulk feeding and obligate high-fiber herbivory. Here, we apply a combination of biomechanical character analysis and comparative phylogenetic methods with the aim of quantifying the evolutionary mechanics of the sauropodomorph feeding apparatus. We test for the role of convergence to common feeding function and divergence toward functional optima across sauropodomorph evolution, quantify the rate of evolution for functional characters, and test for coincident evolutionary rate shifts in craniodental functional characters and body mass. Results identify a functional shift toward increased cranial robustness, increased bite force, and the onset of static occlusion at the base of the Sauropoda, consistent with a shift toward bulk feeding. Trends toward similarity in functional characters are observed in Diplodocoidea and Titanosauriformes. However, diplodocids and titanosaurs retain significant craniodental functional differences, and evidence for convergent adoption of a common “adaptive zone” between them is weak. Modeling of craniodental character and body-mass evolution demonstrates that these functional shifts were not correlated with evolutionary rate shifts. Instead, a significant correlation between body mass and characters related to bite force and cranial robustness suggests a correlated-progression evolutionary mode, with positive-feedback loops between body mass and dietary specializations fueling sauropod gigantism.

Type
Articles
Creative Commons
Creative Common License - CCCreative Common License - BY
This is an Open Access article, distributed under the terms of the Creative Commons Attribution licence (http://creativecommons.org/licenses/by/4.0/), which permits nrestricted re-use, distribution, and reproduction in any medium, provided the original work is properly cited.
Copyright
Copyright © 2017 The Paleontological Society. All rights reserved

Introduction

Sauropodomorph dinosaurs are represented by approximately 230 genera and include the largest terrestrial animals of all time (Mannion et al. Reference Mannion, Upchurch, Carrano and Barrett2011; Sander et al. Reference Sander, Christian, Clauss, Fechner, Gee, Griebeler, Gunga, Hummel, Mallison, Perry, Preuschoft, Rauhut, Remes, Tütken, Wings and Witzel2011; Sander Reference Sander2013). Hence, they are of great interest in understanding the evolution of gigantism and the biophysical constraints acting upon terrestrial life (Clauss Reference Clauss2011; Sander et al. Reference Sander, Christian, Clauss, Fechner, Gee, Griebeler, Gunga, Hummel, Mallison, Perry, Preuschoft, Rauhut, Remes, Tütken, Wings and Witzel2011; Sander Reference Sander2013). This has led to a concerted effort to comprehend the biological factors permitting sauropod gigantism (e.g., Klein et al. Reference Klein, Remes, Gee and Sander2011; Sander Reference Sander2013) and the macroevolutionary processes associated with it (e.g., O’Gorman and Hone Reference O’Gorman and Hone2012; Sookias et al. Reference Sookias, Butler and Benson2012; Benson et al. Reference Benson, Campione, Carrano, Mannion, Sullivan, Upchurch and Evans2014).

Sauropodomorpha was the first dinosaur clade to become globally abundant, forming a dominant component of terrestrial faunas by the Norian (Galton and Upchurch Reference Galton and Upchurch2004; Weishampel et al. Reference Weishampel, Barrett, Coria, Le Loeuff, Xu, Zhao, Sahni, Gomani and Noto2004; Barrett et al. Reference Barrett, Butler and Nesbitt2011) and remaining globally important until the end of the Cretaceous (Weishampel et al. Reference Weishampel, Barrett, Coria, Le Loeuff, Xu, Zhao, Sahni, Gomani and Noto2004; Mannion et al. Reference Mannion, Upchurch, Carrano and Barrett2011; Sander Reference Sander2013). This success has been attributed to the early adoption of herbivory by the clade (Barrett et al. Reference Barrett, Butler and Nesbitt2011; Barrett Reference Barrett2014). Most “prosauropod” (non-sauropod sauropodomorph; Fig. 1) taxa are morphologically and, by assumption, functionally conservative in craniodental morphology (Galton Reference Galton1985a,Reference Galtonb, Reference Galton1986; Crompton and Attridge Reference Crompton and Attridge1986; Barrett and Upchurch Reference Barrett and Upchurch2007; Young and Larvan Reference Young and Larvan2010), and some were probably at least facultatively omnivorous (Barrett Reference Barrett2000; Barrett and Upchurch Reference Barrett and Upchurch2007; Barrett et al. Reference Barrett, Butler and Nesbitt2011). However, derived “prosauropod” taxa demonstrate a stepwise acquisition of craniodental characters hypothesized to be associated with increased body size, cranial robustness, bite force, and food gathering and processing potential that coalesce at the origin of Sauropoda (Barrett and Upchurch Reference Barrett and Upchurch2007; Upchurch et al. Reference Upchurch, Barrett, Zhao and Xu2007; Rauhut et al. Reference Rauhut, Fechner, Remes and Reis2011; Sander Reference Sander2013).

Figure 1 Simplified phylogeny of Sauropodomorpha, redrawn after Benson et al. (Reference Benson, Campione, Carrano, Mannion, Sullivan, Upchurch and Evans2014). Clades are numbered as follows: 1. Plateosauria; 2. Sauropodiformes; 3. Sauropoda; 4. Eusauropoda; 5. Neosauropoda; 6. Diplodocoidea; 7. Macronaria; 8. Titanosauriformes; 9. Titanosaura; 10. Lithostrotia.

The hypothesized functional shift toward greater cranial robustness and oral processing has been used to infer specialization toward obligate high-fiber herbivory and bulk feeding in the “prosauropod”–sauropod transition (Upchurch and Barrett Reference Upchurch and Barrett2000; Barrett and Upchurch Reference Barrett and Upchurch2007; Upchurch et al. Reference Upchurch, Barrett, Zhao and Xu2007; Barrett et al. Reference Barrett, Butler and Nesbitt2011; Barrett Reference Barrett2014). This ecological shift has in turn been hypothesized to have been a driver of gigantism (Hummel and Clauss Reference Hummel and Clauss2011; O’Gorman and Hone Reference O’Gorman and Hone2012; Sander Reference Sander2013; Barrett Reference Barrett2014; Benson et al. Reference Benson, Campione, Carrano, Mannion, Sullivan, Upchurch and Evans2014), potentially with correlated progression or evolutionary cascades facilitating linkages between craniodental and postcranial characters associated with feeding and body mass (Barrett and Upchurch Reference Barrett and Upchurch2007; Sander Reference Sander2013; Barrett Reference Barrett2014).

By contrast, eusauropods exhibit extensive craniodental morphological disparity (Young and Larvan Reference Young and Larvan2010) and presumed functional disparity, with most taxa falling into two morphofunctional grades named after the distinctive tooth morphology of each (e.g., Fiorillo Reference Fiorillo1998; Barrett and Upchurch Reference Barrett and Upchurch2005; Chure et al. Reference Chure, Britt, Whitlock and Wilson2010). “Broad-crowned” taxa have robust skulls and more powerful jaw adductor musculature, whereas “narrow-crowned” taxa exhibit gracile skulls, abbreviated tooth rows, and weaker bites (Button et al. Reference Button, Rayfield and Barrett2014). This variance in the feeding apparatus would have underpinned sauropod feeding ecology (Upchurch and Barrett Reference Upchurch and Barrett2000; Button et al. Reference Button, Rayfield and Barrett2014), and tooth microwear studies have also demonstrated dietary divergence between sympatric “broad-crowned” and “narrow-crowned” taxa (Fiorillo Reference Fiorillo1991, Reference Fiorillo1998; Upchurch and Barrett Reference Upchurch and Barrett2000; Whitlock Reference Whitlock2011).

Patterns of craniodental character evolution within Sauropodomorpha are complex, with convergent morphological trends observed between diplodocoids and titanosauriforms (Upchurch Reference Upchurch1998, Reference Upchurch1999; Barrett and Upchurch Reference Barrett and Upchurch2005; Coria and Salgado Reference Coria and Salgado2005; Chure et al. Reference Chure, Britt, Whitlock and Wilson2010; D’Emic et al. Reference D’Emic, Whitlock, Smith, Fisher and Wilson2013; Button et al. Reference Button, Rayfield and Barrett2014; MacLaren et al. Reference MacLaren, Anderson, Barrett and Rayfield2017). These morphological convergences have been interpreted as functional and ecological convergences (D’Emic et al. Reference D’Emic, Whitlock, Smith, Fisher and Wilson2013; Button et al. Reference Button, Rayfield and Barrett2014) and are invoked in scenarios of sauropod macroevolution (e.g., Barrett and Upchurch Reference Barrett and Upchurch2005; Chure et al. Reference Chure, Britt, Whitlock and Wilson2010). In particular, the expansion of titanosaurs into “narrow-crowned” morphologies coincident with the decline of diplodocoid taxa has been taken as evidence of either an opportunistic ecological replacement (Coria and Salgado Reference Coria and Salgado2005; Chure et al. Reference Chure, Britt, Whitlock and Wilson2010; de Souza and Santucci Reference de Souza and Santucci2014) or the possible competitive exclusion of rebbachisaurid diplodocoids by titanosaurs (Barrett and Upchurch Reference Barrett and Upchurch2005).

Morphological and functional disparity can be decoupled in biological systems (Lauder Reference Lauder1995; Alfaro et al. Reference Alfaro, Bolnick and Wainwright2004, Reference Alfaro, Bolnick and Wainwright2005; Wainwright and Richard Reference Wainwright and Richard1995; Wainwright Reference Wainwright2007). As a result, morphological diversity does not necessarily represent functional diversity, and further analysis is required to fully comprehend functional trends within the sauropodomorph feeding apparatus. The few existing biomechanical studies of sauropodomorph skulls have focused either upon individual taxa (Preuschoft and Witzel Reference Preuschoft and Witzel2005; Witzel et al. Reference Witzel, Mannhardt, Goessling, De Micheli and Preuschoft2011; Young et al. Reference Young, Rayfield, Holliday, Witmer, Button, Upchurch and Barrett2012) or a subset of taxa within Sauropoda (Button et al. Reference Button, Rayfield and Barrett2014) or have been restricted to the mandible alone (MacLaren et al. Reference MacLaren, Anderson, Barrett and Rayfield2017). The functional disparity of the feeding apparatus in non-sauropod sauropodomorphs has yet to be quantified, hampering evaluation of hypothesized ecological shifts, particularly toward the base of the Sauropodomorpha. Additionally, although macroevolutionary studies on sauropodomorph body mass have been conducted (Sookias et al. Reference Sookias, Butler and Benson2012; O’Gorman and Hone Reference O’Gorman and Hone2012; Benson et al. Reference Benson, Campione, Carrano, Mannion, Sullivan, Upchurch and Evans2014; de Souza and Santucci Reference de Souza and Santucci2014), there has been a lack of quantitative comparisons in considering the links between changes in feeding apparatus and gigantism.

Here, a series of functional properties are used to quantify the evolutionary mechanics of the sauropodomorph feeding apparatus using the largest data set compiled to date and including the first data from basal sauropodomorphs. We quantify how craniodental functional characters evolved on a temporal and phylogenetic scale and test the hypothesis that convergence in craniodental function plays a key role in sauropodomorph evolution. We calculate the rate of evolution of functional characters and, to test the hypothesis that evolutionary rate shifts in characters tied to the function of the sauropodomorph skull are linked to changes in body mass, we compare our data on trends in cranial function and mechanics to trends in body-mass evolution, using phylogenetic comparative methods. This allows, for the first time, quantitative testing of proposed convergence in feeding mechanisms across Sauropodomorpha and of the hypothesized linkages between innovations in the feeding apparatus and changes in body mass that have been frequently cited in models of the evolution of sauropodomorph gigantism (e.g., Barrett and Upchurch Reference Barrett and Upchurch2007; Upchurch et al. Reference Upchurch, Barrett, Zhao and Xu2007; Sander Reference Sander2013; Barrett Reference Barrett2014).

Materials and Methods

Multivariate Biomechanical Morphospace Analysis

Twenty-nine functional characters were measured from the crania, mandibles, and teeth of 67 sauropodomorph taxa (Table 1), using published images and firsthand observation of original material (see Supplementary Section S1). Similar studies (e.g., Anderson Reference Anderson2009; Anderson et al. Reference Anderson, Friedman, Brazeau and Rayfield2011, Reference Anderson, Friedman and Ruta2013; Stubbs et al. Reference Stubbs, Pierce, Rayfield and Anderson2013), including those incorporating sauropodomorphs (MacLaren et al. Reference MacLaren, Anderson, Barrett and Rayfield2017), have often focused on the mandible alone, both to increase taxon coverage (Anderson et al. Reference Anderson, Friedman, Brazeau and Rayfield2011, Reference Anderson, Friedman and Ruta2013) and to avoid potential compromise in the biomechanical signal due to the multiple functional roles of the cranium (Anderson Reference Anderson2009; Anderson et al. Reference Anderson, Friedman, Brazeau and Rayfield2011, Reference Anderson, Friedman and Ruta2013; Stubbs et al. Reference Stubbs, Pierce, Rayfield and Anderson2013; MacLaren et al. Reference MacLaren, Anderson, Barrett and Rayfield2017). Characters from both the cranium and mandible were measured here to more fully capture feeding morphology and to increase taxon coverage. The resulting matrix of character scores was 79% complete. These characters are a combination of 20 continuous biomechanical metrics and nine binary characters that describe the functional properties of the feeding apparatus (see Supplementary Section S2 for character descriptions). Continuous measurements were standardized utilizing the z-transformation. These transformed data were then subjected to principal coordinate (PC) analysis, conducted in PAST (Version 2.17; Hammer et al. Reference Hammer, Harper and Ryan2001), utilizing the Gower dissimilarity index (Gower Reference Gower1971). Gower dissimilarity was chosen because it can be applied to mixed data sets containing both continuous and categorical data. The Mardia (Reference Mardia1978) correction was applied to negative eigenvalues. Here, the total variance is taken as the sum of the magnitudes of all PC axes, which is then used to calculate the percentage of variance contributed by each positive axis. This method has the advantage of considering data from positive PC axes only, but it does mean that the total expressed variance will always be less than 100%.

Table 1 The taxa included in this study. The percentage of the biomechanical characters used in this study that could be measured for each taxon is indicated.

Character loading on the first two PC axes was gauged through linear correlations of each character with the PC axes and through the Spearman’s rank correlation coefficient, both calculated in PAST (see Supplementary Section S3), yielding a multivariate biomechanical morphospace. Taxa were grouped according to their distribution in the morphospace, yielding the following grades or clades for plotting: “basalmost Sauropodomorpha” (non-plateosaurian sauropodomorphs), “basal plateosaurians” (remaining non-sauropodiform sauropodomorphs), “basal Sauropodiformes” (non-sauropod sauropodiforms), “basal Sauropoda” (non-neosauropod sauropods and Camarasaurus), Rebbachisauridae, Dicraeosauridae, Diplodocidae, Brachiosauridae, Euhelopodidae, and Titanosauria.

Statistical comparison was made between these groups to test for significant differences in morphospace occupation. Comparisons were based upon scores on the first 31 PC axes (together accounting for 77.6% of the total variance) using a nonparametric multivariate analysis of variance (npMANOVA; Anderson 2001), with 100,000 permutations, conducted in PAST. The Bonferroni correction was applied to p-values for multiple comparisons.

To compare morphospace occupation through time, data were binned at the epoch level, resulting in six time bins (Late Triassic, Early Jurassic, Middle Jurassic, Late Jurassic, Early Cretaceous, and Late Cretaceous). Although the duration of these time bins is variable, these were chosen over finer-scale or equal stratigraphic divisions to avoid bin underpopulation. Sampling of sauropodomorph crania is generally poor but temporally variable: the smallest sample size (six) occurs in the Middle Jurassic, from which few sauropodomorph-bearing collections are known (Mannion et al. Reference Mannion, Upchurch, Carrano and Barrett2011; Upchurch et al. Reference Upchurch, Mannion, Benson, Butler and Carrano2011). All other bins contain at least 10 taxa. The best-sampled bins are the Early Jurassic (17 taxa) and the Late Jurassic (16 taxa), of which the latter does seem to represent the acme of sauropodomorph diversity (Mannion et al. Reference Mannion, Upchurch, Carrano and Barrett2011; Tennant et al. Reference Tennant, Mannion and Upchurch2016). Statistical comparison was made between each of these bins following an identical procedure to that described earlier. For those taxa with ranges encompassing multiple bins, the comparisons were conducted twice; once with all taxa assigned to the lower of the two time bins, and again with them in the upper bin.

Disparity Analyses

Scores from the first 29 PC axes were used to calculate the craniodental functional disparity of the above-listed groupings, to enable comparisons between non-sauropod sauropodomorphs and sauropods, and between the “prosauropod,” “broad-crowned” sauropod, and “narrow-crowned” sauropod functional grades (Supplementary Table S1). Taxa whose ranges extend through multiple bins were included in each bin. Disparity was calculated using the MDA add-on (Navarro Reference Navarro2003) for Matlab (MathWorks, Version 8.2.0.701, release R2013b). Bootstrapping, with 1000 replicates, was used to calculate 95% confidence intervals, which were used to gauge the significance of differences in disparity between these grades. In order to interrogate disparity patterns through time, disparity was calculated following the same protocol for each of the six time bins described earlier.

Four disparity metrics were computed for each of these analyses: the sum and product of variances and sum and product of ranges. The range-based metrics describe the total morphospace volume occupied by a particular group, whereas the variance-based metrics provide a measurement of mean dissimilarity between taxa. As measures of disparity, these metrics are relatively reliable at up to 25–30% missing data (Ciampaglio et al. Reference Ciampaglio, Kemp and McShea2001), compared with 21% missing data in the matrix analyzed herein. However, range-based measures are highly susceptible to sampling biases, whereas variance-based measures are robust to such biases (Butler et al. Reference Butler, Brusatte, Andres and Benson2012). Hypervolume measurements as the products of eigenvalues are also more sensitive to values from axes of negligible variance (Wills et al. Reference Wills, Briggs and Fortey1994; Wills Reference Wills2001; Ciampaglio et al. Reference Ciampaglio, Kemp and McShea2001) and slightly more sensitive to character completeness (Ciampaglio et al. Reference Ciampaglio, Kemp and McShea2001) than summed metrics. For these reasons the sum of variances was the preferred metric for principal comparison; results for other metrics are presented in Supplementary Section S4.

To dissect these patterns further, partial disparity (Foote Reference Foote1994) was calculated in each time bin for the following groups: the “prosauropod” and “broad-crowned sauropod” (including Euhelopus) functional grades, and Rebbachisauridae, Dicraeosauridae, Diplodocidae, Brachiosauridae, and Titanosauria. Although comparisons between nonmonophyletic groups can be problematic, the use of the first two groups is justified, as they represent distinct functional grades.

Phylogenetic Biomechanical Morphospace

To place these data in a phylogenetic context, an informal sauropodomorph supertree was constructed from published topologies (see Supplementary Section S5). This was time calibrated based on taxon occurrences at the stage level using the timePaleoPhy function in the ‘paleotree’ package (Bapst Reference Bapst2012) within R (Version 3.2.1; R Core Team 2013).

All taxa were dated to age level. In order to account for this uncertainty in dating, 1000 time-calibrated trees were produced, with random resolution of polytomies. This was performed in R, using the timePaleoPhy function in the ‘paleotree’ package (Bapst Reference Bapst2012) with the “minMax” argument. This draws a single-point date from a distribution drawn between minimum and maximum bounds. Zero-length branches were avoided through the “equal-sharing” method of Brusatte (2008), wherein time is shared equally with that of a preceding non-zero-length branch.

This time-calibrated tree was projected onto the first two PC axes (together accounting for approximately 52% of the total variance), using the phylomorphospace function in the ‘phytools’ R package (Revell Reference Revell2012), with ancestral states for each node reconstructed under maximum likelihood. This yielded a phylogenetic biomechanical morphospace.

Mode of Craniodental Evolution

Taxon scores on the first two PC axes were mapped onto time-calibrated trees as continuous characters, allowing the mode of feeding apparatus evolution to be investigated through fitting models of trait evolution across dated trees. This modeling focused upon scores on the first two axes, as the functional variance along these axes is relatively well understood, reflecting robustness of the cranium and mandible, relative bite force, and tooth morphology. However, this approach does not account for the impact of functional variation linked to subsequent PC axes. To account for dating uncertainties, 1000 time-calibrated trees, with random resolution of polytomies, were generated following the procedure described earlier. Scores of taxa on the first two PC axis scores were then mapped onto these trees after pruning of taxa not included in the multivariate analysis. To compare the evolution of craniodental biomechanical characters with the results of Benson et al. (Reference Benson, Campione, Carrano, Mannion, Sullivan, Upchurch and Evans2014) on the mode of body-mass evolution, the following models were then fitted across these trees, using the fitContinuous function of the ‘Geiger’ R package (Harmon et al. Reference Harmon, Weir, Brock, Glor and Challenger2008): Brownian motion, Ornstein-Uhlenbeck (OU), early-burst, Lambda, and Delta (for more information on these models, see Supplementary Section S6). Model selection was performed using the size-corrected Akaike information criterion (AICc).

Testing for Shifts in Evolutionary Rate of Multivariate Data

To test whether clades show a shift in the rate of evolution of craniodental characters as they move into regions of morphospace associated with each of the functional grades, multiple rate models were fit utilizing the transformPhylo.ML function of the ‘Motmot’ package (Thomas and Freckleton Reference Thomas and Freckleton2012), within R. The transformPhylo.ML function can be used to assign different clades different mean evolutionary rates. This permits testing hypotheses of rate shifts at or within a priori selected clades through comparison of the performance of two-rate models to a univariate null model of Brownian motion (Thomas and Freckleton Reference Thomas and Freckleton2012).

Two rate models permitting a rate shift (using the “clade” rate type of transformPhylo.ML) within the following clades were fit to 1000 time-calibrated trees: Sauropodiformes, Sauropoda (sensu McPhee et al. Reference McPhee, Yates, Choiniere and Abdala2014), Diplodocoidea, and Titanosauria. In addition, two models featuring a rate shift concentrated at the branch leading to the Sauropodiformes and Sauropoda, respectively, utilizing the “branch” rate type, were fit to the 1000 dated trees to test for a marked rate shift associated with the onset of bulk herbivory (Barrett and Upchurch Reference Barrett and Upchurch2007; Barrett Reference Barrett2014).

Estimated body masses of 96 sauropodomorph taxa, taken primarily from the data set of Benson et al. (Reference Benson, Campione, Carrano, Mannion, Sullivan, Upchurch and Evans2014) with some additions (see Supplementary Section S7), were then mapped across these 1000 trees and pruned to feature only those taxa for which body-mass data are known. These analyses were then repeated for body-mass data to test whether any significant shifts in craniodental evolution at these nodes are correlated with shifts in the rate of body-mass evolution. This differs from the analysis of Benson et al. (Reference Benson, Campione, Carrano, Mannion, Sullivan, Upchurch and Evans2014), who identified the single most-likely point for a rate shift in body-mass evolution, as opposed to testing for the presence of a shift at a priori selected nodes.

Each two-rate model was compared with a null model of Brownian motion, fitted over the same 1000 time-calibrated trees. Model selection was performed using the AICc. The ΔAICc significance cutoff was calculated through a simulation study (Thomas and Freckleton Reference Thomas and Freckleton2012; Puttick et al. Reference Puttick, Thomas and Benton2014). First, 1000 simulations of Brownian motion were mapped onto a tree. A two-rate model was applied to each and fitted utilizing the transformPhylo.ML function, employing the “tm2” algorithm to find the most likely single shift (Thomas and Freckleton Reference Thomas and Freckleton2012); the single-rate model described earlier was also applied. The 95th percentile of the AICc improvement of the two-rate model, which equaled 8.49 for the craniodental PC scores and 9.79 for the body-mass data, was then used as the ΔAICc significance cutoff.

SURFACE Modeling of Multivariate Data

An elaboration of the OU process, allowing shifts between multiple local optima, can be used to model adaptive evolution in a Simpsonian landscape (Hansen Reference Hansen1997; Hansen et al. Reference Hansen, Armbruster and Antonsen2000; Blomberg et al. Reference Blomberg, Garland and Ives2003; Butler and King Reference Butler and King2004; Ingram and Mahler Reference Ingram and Mahler2013; Mahler et al. Reference Mahler, Ingram, Revell and Losos2013), with each local optimum value representing an adaptive peak (sensu Simpson Reference Simpson1944). Mahler et al. (Reference Mahler, Ingram, Revell and Losos2013) and Ingram and Mahler (Reference Ingram and Mahler2013) presented the SURFACE method, which uses an incremental approach to fit increasingly complex models featuring a greater number of local optima. This is performed using the AICc, with the sequential addition of a new local optimum to the model until doing so no longer results in a ΔAICc improvement exceeding a user-defined threshold (Ingram and Mahler Reference Ingram and Mahler2013; Mahler et al. Reference Mahler, Ingram, Revell and Losos2013). The resulting best-fit model defines the number of shifts to a new adaptive peak within the clade of interest, allowing the explanation of divergence in terms of distinct selective regimes.

Such a model can also be used to inspect instances of convergence within a clade. Observed morphological convergence between lineages may be the result of common selective pressures due to the adoption of similar ecologies but can also be the result of random drift (Stayton Reference Stayton2006; Ingram and Mahler Reference Ingram and Mahler2013). SURFACE can be used to distinguish these scenarios in a second, “backward” iterative phase, which tests whether two lineages show shifts to occupy a common adaptive peak. This involves pairwise testing of the distinct selective regimes identified in the forward phase, fitting a model in which each pair is collapsed into a single selective regime (Ingram and Mahler Reference Ingram and Mahler2013). Again, model selection is performed according to a user-defined ΔAICc cutoff. The result is to identify a new best-fit model that may contain independent convergence toward the same regime multiple times within the tree.

This procedure, implemented via the ‘surface’ package (Ingram and Mahler Reference Ingram and Mahler2013) in R, was used to test whether the assembly of novel craniodental functional grades is associated with shifts to a new adaptive peak and to test for the presence of functional convergence between the diplodocoid and titanosaur lineages. Data for the first two PC axes (with only the first two axes used, as SURFACE is best used only on axes for which the biological significance is already well clarified; Ingram and Mahler Reference Ingram and Mahler2013) were mapped onto 100 randomly resolved time-calibrated trees pruned of taxa lacking PC axis data. Additionally, the taxon Tornieria africana, whose position in the biomechanical morphospace was deemed a potential artifact of missing data (see “Discussion”), was found in preliminary analyses to be associated commonly with shifts that were ambiguous. Consequently, it was omitted from further analyses. A ΔAICc cutoff of 5 (the “conservative” threshold of Ingram and Mahler [Reference Ingram and Mahler2013]) was employed for the forward phase, with a cutoff of 0 used for the backward phase to yield a conservative estimate of the number of adaptive peaks (Ingram and Mahler Reference Ingram and Mahler2013). Common shifts between sets of closely related nodes were compared between trees, and individual results were compared on the basis of AICc scores. Additionally, comparison was made to a single-shift OU model and a null model of Brownian motion (performed using the startingModel function in ‘surface’: Ingram and Mahler Reference Ingram and Mahler2013) on the basis of AICc scores.

A second set of analyses was performed with the omission of taxa known from highly incomplete remains, with levels of missing data similar to Tornieria. These are detailed in Supplementary Section S8. SURFACE analysis was not conducted on the body-mass data, as the method is poorly suited to univariate data (Ingram and Mahler Reference Ingram and Mahler2013).

Results

Multivariate Biomechanical Morphospace

PC axis variance scores are given in Table 2. PC axes 1 and 2 together account for ≈52% of the observed variance (Fig. 2A), PC3 accounts for ≈5%, after which variance scores rapidly tail off, so that PC axes above 11 account for <1% each (for other PC axes, character loading, and the positions of individual taxa, see Supplementary Section S3). PC1 is associated primarily with characters describing skull size, the relative robustness of the skull and jaw (average and maximum jaw depth, mandibular symphysis size and angle, external mandibular fenestra area, presence/absence of the lateral plate, snout breadth), relative bite force (anterior mechanical advantage, supratemporal and mandibular fenestra size, adductor muscle angle), degree of articular expansion, relative tooth row length, and tooth morphology and occlusal pattern. More positive values of PC1 refer to less robust skulls, lower anterior mechanical advantage of the mandible, and heterodont dentitions lacking tooth–tooth wear facets, whereas negative values describe larger and relatively more robust skulls and jaws with enlarged adductor chambers. Extreme negative values of PC1 describe narrow, precisely occluding dentitions. PC2 is similarly dominated by characters associated with relative cranial and mandibular strength (mandibular depth, development of lateral plates, snout morphology), relative bite force (anterior and posterior mechanical advantage, adductor fossa size), and tooth morphology. Positive values of PC2 are occupied by taxa exhibiting larger and relatively robust jaws, of more favorable mechanical advantage and with teeth occluding in an interdigitating manner, whereas negative values describe more gracile and less mechanically efficient jaws. The region of negative PC1 values and extremely negative PC2 values (<−0.15) is occupied by diplodocid taxa with highly procumbent dentitions.

Figure 2 A, Biomechanical morphospace plot of PC1 and PC2. Convex hulls illustrate the distribution of the three main functional grades: “prosauropod” (right), “broad-crowned” sauropods (top), and “narrow-crowned” sauropods (left). Taxa are plotted into the following grades: “basalmost Sauropodomorpha,” “basal plateosaurians,” “basal Sauropodiformes,” “basal Sauropoda”; and clades: Rebbachisauridae, Dicraeosauridae, Diplodocidae, Brachiosauridae, Euhelopodidae, and Titanosauria. Positions of exemplar taxa are labeled; skull illustrations accompany taxa listed in bold. Skulls are redrawn after the following sources: Eoraptor (Sereno et al. Reference Sereno, Ricardo and Alcober2013); Plateosaurus (Button et al. Reference Button, Barrett and Rayfield2016); Riojasaurus (Bonaparte and Pumares Reference Bonaparte and Pumares1995); Shunosaurus (Chatterjee and Zheng Reference Chatterjee and Zheng2002); Camarasaurus (Button et al. Reference Button, Rayfield and Barrett2014); Brachiosaurus (Carpenter and Tidwell Reference Carpenter and Tidwell1998); Rapetosaurus (Curry Rogers and Forster Reference Curry Rogers and Forster2004); Nigersaurus (Sereno et al. Reference Sereno, Wilson, Witmer, Whitlock, Maga, Ide and Rowe2007); and Kaatedocus (Tschopp and Mateus Reference Tschopp and Mateus2013). B, Phylogenetic biomechanical morphospace plot, featuring the supertree topology used herein projected onto the first two PC axes to illustrate functional trends. Strong shifts are observed between basalmost sauropodomorphs and plateosaurians; within non-sauropodiform sauropodomorphs, toward the base of Sauropoda; and in both Diplodocoidea and Titanosauriformes.

Table 2 Summary statistics of the first 31 PC axis scores.

Biomechanical Morphospace Group Separation

Global npMANOVA testing for group separation in morphospace yields significant results (p=9.99E-05). Pairwise comparisons indicate that “prosauropod” (non-sauropod sauropodomorph), “broad-crowned,” and “narrow-crowned” sauropods occupy significantly different regions of biomechanical morphospace (Table 3), and brachiosaurids can also be distinguished from each of these grades (Tables 2, 3). “Prosauropod” taxa are restricted to negative values of PC1 and strongly negative to weakly positive values of PC2, whereas “broad-crowned” sauropods occupy intermediate values of PC1 and greater values of PC2. Titanosaurs and diplodocoids cannot be distinguished from each other (Table 4), inhabiting a common “narrow-crowned” region of morphospace at negative values of PC1 and weakly positive to strongly negative values of PC2.

Table 3 Results of npMANOVA testing of multivariate biomechanical morphospace separation of the sauropodomorph functional grades, using scores on the first 31 PC axes. Bonferroni-corrected p-values for each pairwise comparison are given; significant results (<0.05) are highlighted in bold.

Table 4 Results of npMANOVA testing of multivariate biomechanical morphospace separation of the sauropodomorph grades and higher-level clades, using scores on the first 31 PC axes. Bonferroni-corrected p-values for each pairwise comparison are given; significant results (<0.05) are highlighted in bold.

However, if diplodocoids are subdivided to the family level (Table 5), then diplodocids can be distinguished from titanosaur taxa and from “broad-crowned” and “prosauropod” taxa. However, the separation between diplodocids alone and brachiosaurids is not significant. Rebbachisaurids and dicraeosaurids, however, show only significant separation from “broad-crowned” taxa, and so remain indistinguishable from all other “narrow-crowned” groups (Table 5). It should be noted that some of these results may reflect low statistical power associated with the low numbers of rebbachisaurids (n=3), dicraeosaurids (n=3), brachiosaurids (n=4), and diplodocids (n=5) used in this analysis.

Table 5 npMANOVA results of separation on the first 31 PC axes, with subdivision of the Diplodocoidea into separate clades. Bonferroni-corrected p-values for each pairwise comparison are given; significant results (<0.05) are highlighted in bold.

Results of statistical comparison of morphospace occupation through time show no significant difference between analyses utilizing the upper or lower ranges of taxa (Table 6). Global comparison for separation between time bins yields significant results (p=1E-05). Pairwise comparisons between time bins shows that there is no significant difference in overall biomechanical morphospace occupation between the Late Triassic and the Early Jurassic; between the Middle Jurassic and the Late Jurassic; and between the Late Jurassic, Early Cretaceous, and Late Cretaceous. All other pairwise comparisons were found to be significantly different.

Table 6 Results of npMANOVA test of significance of separation of multivariate biomechanical morphospace occupation through time. LT, Late Triassic; EJ, Early Jurassic; MJ, Middle Jurassic; LJ, Late Jurassic; EK, Early Cretaceous; LK, Late Cretaceous. Where uncertainty in dating led to taxon ranges crossing two time bins, two sets of pairwise comparisons were performed. For the first, these taxa were only included in the lower bin: Bonferroni-corrected p-values for these comparisons are given above in each cell. The second set of comparisons only included these taxa in the upper of the two time bins: results for these are given below, italicized and marked by an asterisk (*). Significant results are highlighted in bold.

Functional Disparity Comparison

Comparison of “Prosauropoda” to Sauropoda indicates that each exhibits comparable levels of overall functional disparity (Fig. 3A) regardless of the disparity metric used (see Supplementary Section S4). Comparison of the three sauropodomorph functional grades demonstrates a similar pattern. “Prosauropods” exhibit disparity values similar to, but slightly greater than, those of “narrow-crowned” sauropods, with “broad-crowned” forms the least functionally disparate (Fig. 3B). However, significant differences are only observed between “prosauropods” and “broad-crowned” sauropods under variance-based metrics (Supplementary Fig. S17).

Figure 3 Product of variances results for craniodental functional disparity, calculated from scores on the first 29 PC axes. Bars refer to 95% confidence intervals as calculated from bootstrapping with 1000 replicates. A, Comparison of total craniodental disparity of “prosauropod” and sauropod taxa. B, Comparison of total craniodental disparity exhibited by taxa of the “prosauropod,” “broad-crowned” sauropod, and “narrow-crowned” sauropod functional grades. Brachiosaurids were omitted from this analysis. C, Total sauropodomorph craniodental functional disparity through time. Results for other disparity metrics are given in Supplementary Section S4.

Total sauropodomorph craniodental functional disparity remains approximately constant from the Late Triassic to the Late Cretaceous (Fig. 3C). Although a decrease in disparity is observed in the Middle Jurassic for all plots, this result is significant in product of variances results only (Fig. 3C); no other significant differences are observed between any time bins for all disparity metrics used (Supplementary Fig. S18).

Dissecting these temporal trends through comparison of the partial disparity contributed by each group demonstrates that functional disparity in the first two time bins is dominated by “prosauropods,” but then rapidly drops off with the extinction of non-sauropod groups by the end of the Early Jurassic (Fig. 4A). During the Late Jurassic, non-neosauropods, diplodocoids, and macronarians exhibit similar levels of functional disparity. However, the expansion of the Macronaria into titanosaur morphotypes during the Cretaceous results in a continual increase in total observed macronarian disparity, at the expense of both basal sauropods (which are lost by the Late Cretaceous) and diplodocoids (which are extinct before the end of the Cretaceous) (Fig. 4A).

Figure 4 A, Partial craniodental functional disparity plotted through time for the following groups: “Prosauropoda” (non-sauropod sauropodomorphs), “broad-crowned” sauropods (non-neosauropods, Camarasaurus, and Euhelopus), rebbachisaurids, dicraeosaurids, diplodocids, brachiosaurids, and titanosaurs. Timescale given at the bottom. B, Scatter plot of body mass data used for this analysis through time. Body mass data were taken mostly from Benson et al. (2014), with some additions (see Supplementary Data), and plotted using the ‘Strap’ package (Bell and Lloyd 2015) in R. Points were plotted in the following groupings: “Prosauropoda: (non-sauropod sauropodomorphs), “Basal Sauropoda” (non-neosauropod sauropods), Diplodocoidea, and Macronaria.

Phylomorphospace

Superposition of sauropodomorph phylogeny onto the first two PC axes (Fig. 2B) demonstrates a strong trend within non-sauropod sauropodiforms toward decreased values of PC1 and increased values of PC2, culminating at the base of the Sauropoda. The other two most prominent functional shifts are observed in the seemingly convergent phylogenetic trajectories of Diplodocoidea and Titanosauriformes into negative values of PC1.

Modeling the Mode of PC Axis Score Evolution

Summary statistics of the fitted models are given in Table 7. For both PC1 and PC2 OU, delta, and early-burst models perform similarly to the Brownian motion model, in terms of both the average and total spread of AICc values. The average delta value for PC2 is >1, indicating that diversification in associated traits was more concentrated toward the distal parts of the tree. In contrast, the value for PC1 is ≈1, indicating a relatively constant rate of evolution through time. Lambda models perform better, and values of lambda approach 1 for both PC axes, indicating significant phylogenetic signal (as is also apparent from the phylomorphospace plot in Fig. 2B).

Table 7 Summary statistics of Brownian motion (BM), Ornstein-Uhlenbeck (OU), early-burst (EB), Lambda, and Delta models fitted to scores on PC axes 1 and 2, which were treated as continuous characters, across 1000 trees. The metric reported in each case refers to: BM, Brownian variance; OU, α; Lambda, λ; Delta, δ; EB, the rate parameter, r. ΔAICc values refer to the mean difference between AICc scores for each model and the null Brownian motion model (so that a positive ΔAICc value refers to a more negative AICc score than that for Brownian motion) across the 1000 trees.

Evolutionary Rates Analysis

Modeling of PC axis score evolution indicates that significant shifts in the rate of evolution of craniodental characters are seen only in a minority of trees within the a priori hypothesized clades (Table 8). The exception to this is Diplodocoidea, in which ≈68% of trees exhibit an increase in rate to approximately five times the background level. Evidence for a shift concentrated at the base of Sauropoda was weak.

Table 8 Summary of the rate-shift analyses calculated across 1000 dated trees. The mean maximum likelihood (ML) rate-shift estimation across all results is given, as is the percentage of trees in which a significant rate-shift signal (exceeding the simulated AICc threshold vs. a null single-shift model) is observed.

Significant shifts in the evolutionary rate of body mass were also sparse within any of the a priori tested clades, and evidence for a shift concentrated at the base of Sauropoda was weak (Table 8). The strongest evidence for a shift is located within the Neosauropoda in 60% of trees, and more specifically within Diplodocidea in 56% of trees.

SURFACE Results

SURFACE modeling of trees results in a mean improvement in AICc score of 107.14 versus a Brownian motion “starting model,” and of 104.74 versus a single-shift OU process (see Table 9 for summary statistics). Although ΔAICc scores are variable between trees, all show an improvement relative to OU or Brownian motion models. Results are variable between trees due to sensitivity to taxon dating, but common trends are apparent. All trees show at least one shift in local optimum between the base of Sauropodiformes and the base of Sauropoda (with many demonstrating multiple shifts), and 94% demonstrate a regime shift at the node Atlasaurus + Neosauropoda. Regime shifts are also commonly observed in Riojasaurus (79% of trees), Diplodocidae (61%), Camarasaurus (50%), and Titanosauria (43%) (Fig. 5). Results for the single best-performing SURFACE run (ΔAICc relative to single-α OU model=248.24, ΔAICc relative to Brownian motion model=304.29) are shown in Figures 6 and 7. Full results are given in Supplementary Section S8 and the supporting data. Sensitivity analyses returned similar results (see Supplementary Section S9).

Figure 5 Supertree topology with the position of shifts observed in >20% of trees indicated. Nodes associated with a shift are numbered, with branches in each regime colored. Numbers in boxes refer to the proportion of trees in which a shift at that point is observed. Numbered regime shifts are: 1. Riojasaurus; 2. Sauropodiformes; 3. Yunnanosaurus; 4. [Aardonyx+Sauropoda]; 5. Sauropoda; 6. [Atlasaurus+Neosauropoda]; 7. Diplodocoidea; 8. Diplodocidae; 9. Kaatedocus; 10. Macronaria; 11. Camarasaurus; 12. Titanosauria. For full results of SURFACE analysis, see Supplementary Data.

Figure 6 Best-performing tree under SURFACE analysis (ΔOU AICc=248.24). Evolutionary regimes are numbered; convergence to a common regime (here seen between Yunnanosaurus and Diplodocidae) indicated by reuse of the same number. Regime shifts are located at: 1. Sauropodomorpha; 2. Riojasaurus; 3. Yunnanosaurus; 4. Diplodocoidea [Aardonyx + Sauropoda]; 5. Sauropoda; 6. [Atlasaurus+Neosauropoda]; 7. Macronaria; 8. Titanosauria.

Figure 7 SURFACE results plotted onto PC1 and PC2. Large ovals refer to the positions of local optima in phylogenetic biomechanical morphospace. Regime 2 only contains the taxon Riojasaurus; hence it also represents a local optimum. Evolutionary regimes are numbered as in Fig. 6, with taxa colored according to regime.

Table 9 Summary statistics of SURFACE modeling across 100 dated trees. ΔBM AICc, improvement in AICc scores relative to a null Brownian motion “starting model”; ΔOU AICc, improvement relative to a single α OU process; total shifts, total number of shifts, with convergent shifts toward the same local optimum counted separately; conv. shifts, number of separate local optima resolved. The discrepancy between total shifts and conv. shifts is a measure of convergence; e.g., here three of the 11 identified shifts are convergent with respect to another regime, so only eight separate local optima are resolved. See Supplementary Material and online Supporting Data for the full results.

Multiple shifts toward convergent adaptive peaks within Sauropodomorpha are observed in 71% of trees, but this signal is dominated by individual genera. Average ΔAICc improvement versus a single optimum OU model for trees exhibiting convergence is 100.69 versus 854 for trees exhibiting no convergence; however, the number of convergent shifts does not seem to influence the comparative AICc improvement of different trees.

Camarasaurus demonstrates convergence with the group containing non-neosauropod sauropods in 47% of trees. The Diplodocidae or Diplodocinae show convergence with Riojasaurus in 19% of trees and with Yunnanosaurus in 19% of trees. As Riojasaurus and Yunnanosaurus often exhibit convergence (28% of trees), this results in at least some members of Diplodocidae converging with at least one of these taxa in 26% of trees. Additionally, Riojasaurus shows a convergent shift to the same local optimum as Atlasaurus, Rebbachisauridae, and Dicraeosauridae in a further 17% of trees. As a result, at least some members of the Diplodocoidea occupy a common regime to Riojasaurus in 36% of total trees. Meanwhile, diplodocoid and titanosaur taxa only occupy the same regime in 27% of trees. Apart from two instances of specific taxon convergence, this is as a result of common retention of the plesiomorphic neosauropod (or more inclusive taxon) regime, rather than convergent shifts. A full list of observed convergences across the 100 trees is given in Supplementary Section S8.

Discussion

Phylogenetic Biomechanical Morphospace and Functional Disparity

The three broad morphological grades observed in sauropodomorph skulls are functionally distinct, with each occupying significantly different regions of function space (Fig. 2; Table 3; see also Button et al. Reference Button, Rayfield and Barrett2014; MacLaren et al. Reference MacLaren, Anderson, Barrett and Rayfield2017). Phylogenetic signal in the data is strong (Table 7), but none of these grades are monophyletic (Fig. 2B). Whereas the variation observed herein can be characterized according to these grades it should be noted that sauropodomorph crania are poorly sampled: only around 30% of known sauropodomorph taxa exhibit sufficiently complete cranial remains to be included in these analyses. The rebbachisaurids, dicraeosaurids, and titanosaurs are particularly poorly sampled (Table 1); future discoveries of these taxa may result in an expansion of the overall recognized functional variety of Sauropodomorpha.

Non-sauropod (“prosauropod”) taxa possess nonoccluding dentitions and gracile skulls and mandibles. Although relatively conservative morphologically (Barrett and Upchurch Reference Barrett and Upchurch2007; Young and Larvan Reference Young and Larvan2010) “prosauropods” are highly variable functionally, displaying a similar range of functional disparity to Sauropoda as a whole (Fig. 3A) and greater disparity than either of the two sauropod functional grades (Fig. 3B). However, this difference is only significant in comparison to “broad-crowned” taxa for variance-based metrics. In addition to the osteological characters considered herein, the purported presence of a rhamphotheca in some taxa (e.g., Bonaparte and Pumares Reference Bonaparte and Pumares1995; Martínez Reference Martínez2009) may have further increased functional disparity, although the evidence for this structure remains contentious (Barrett and Upchurch Reference Barrett and Upchurch2007). This disparity in characters known to vary with diet in tetrapods (e.g., Reisz and Sues Reference Reisz and Sues2000; Sues Reference Sues2000), such as the recurvature, serration, and imbrication of the teeth, degree of ventral jaw offset, and the efficiency versus speed of biting, probably reflects variance along the omnivory–herbivory spectrum. Plateosaurids, massospondylids, and some other taxa (here informally termed “core prosauropods”) cluster in a relatively restricted region of biomechanical morphospace. The high functional disparity within “prosauropods” is instead driven primarily by a relatively low number of eccentric taxa: basalmost sauropodomorphs, Riojasaurus, and non-sauropod sauropodiforms.

Basalmost Sauropodomorpha/Basal Saurischia

Panphagia, Eoraptor, and Pampadromaeus represent either basalmost sauropodomorphs or closely related basal theropods/basalmost saurischians (see discussions in Cabreira et al. [Reference Cabreira, Schultz, Bittencourt, Soares, Fortier, Silva and Langer2011] and Martínez et al. [Reference Martínez, Sereno, Alcober, Colombi, Renne, Montañez and Currie2011, Reference Martínez, Apaldetti and Abelin2013]). Whatever their relationships, they are informative with respect to the primitive condition for Sauropodomorpha and cluster in a unique region of the biomechanical morphospace. This divergence is due to traits commonly associated with faunivory—the possession of recurved teeth and very low anterior mechanical advantage of the jaw, which results in a weak, fast bite. Despite this, the dentitions of these taxa exhibit some features usually correlated with herbivory. The observed imbricate/subimbicrate tooth arrangement in Panphagia (Martínez and Alcober Reference Martínez and Alcober2009) and Pampadromaeus (Cabreira et al. Reference Cabreira, Schultz, Bittencourt, Soares, Fortier, Silva and Langer2011) and the swollen crown bases and relatively coarse, obliquely inclined denticles of these taxa (Martínez and Alcober Reference Martínez and Alcober2009; Cabreira et al. Reference Cabreira, Schultz, Bittencourt, Soares, Fortier, Silva and Langer2011; Sereno et al. Reference Sereno, Ricardo and Alcober2013) and Saturnalia (Langer et al. Reference Langer, Abdala, Richter and Benton1999) more closely resemble those of other basal sauropodomorphs and ornithischians than the fine perpendicular serrations typical of carnivorous theropod teeth (Sereno et al. Reference Sereno, Ricardo and Alcober2013). However, it is notable that these correlates are based on extant facultatively omnivorous iguanid lizards (Barrett Reference Barrett2000), rather than strictly herbivorous taxa. This, coupled with the variation along the tooth row in these taxa from anterior, conical, recurved “more carnivorous” teeth to posterior, less recurved, lanceolate, more coarsely denticulate “more herbivorous” teeth, and the mechanical characters identified herein, suggest that these taxa are probably best considered as omnivorous (Barrett et al. Reference Barrett, Butler and Nesbitt2011).

“Core Prosauropods”

The majority of more derived “prosauropods” (Thecodontosaurus, Pantydraco, Arcusaurus, Efraasia, Plateosauridae, and Massospondylidae) cluster relatively tightly in a region of morphospace described by strongly positive PC1 scores and low positive and negative values in PC2. Relative to more basal taxa, they demonstrate the general absence of recurved teeth, an overlapping imbricate arrangement of the lanceolate maxillary and opposing dentary teeth (resulting in a more continuous cutting edge), and increased mechanical advantage of the jaw (which is increased in massospondylid vs. more basal plateosaurian taxa). Increased mechanical advantage is typical of herbivores (e.g., Janis Reference Janis1995; Stayton Reference Stayton2006), where jaw closure speed is not important for prey capture.

These traits imply a shift to greater dependence on herbivory, corroborating evidence from both craniodental and postcranial morphology (e.g., Galton Reference Galton1984 1985a,Reference Galtonb, Reference Galton1986; Galton and Upchurch Reference Galton and Upchurch2004; Barrett and Upchurch Reference Barrett and Upchurch2007) and the relative abundance of “prosauropods” in Late Triassic and Early Jurassic faunas (Benton Reference Benton1983; Galton Reference Galton1984, 1985a,Reference Galtonb, Reference Galton1986; Barrett Reference Barrett2000). The absence of the cranial specializations seen in other herbivores, such as complex jaw actions, reflects an emphasis on gut processing in these taxa (Farlow Reference Farlow1987; Barrett Reference Barrett2014) rather than an absence of herbivory (contra Cooper Reference Cooper1981). However, other aspects of the craniodental apparatus, particularly the unspecialized dentition, still imply some degree of faunivory. All of these taxa maintain prominent heterodonty, with the premaxillary teeth and opposing dentary teeth being conical with reduced ornamentation and with more posterior teeth being lanceolate and highly denticulate. Tooth–tooth wear facets are absent, with the upper dentition lingually overlapping the lower dentition during jaw closure, indicating puncture-crushing of fodder by individual tooth crowns. The anterior teeth, as well as being used for plucking foliage, could equally be used for obtaining and dismembering animal matter, as seen in extant iguanids with a similar dentition (Barrett Reference Barrett2000). The biomechanical characters also reflect this. Anterior mechanical advantage is still low in these taxa, and they are highly variable with regard to characters like the degree of ventral offset of the jaw joint, a well-known herbivorous adaptation (Reisz and Sues Reference Reisz and Sues2000; Sues Reference Sues2000) that both increases the in-lever of the jaw adductor musculature and permits a more even bite along the tooth row (Janis Reference Janis1995). As a result, “core prosauropods” are best considered to have been relatively unspecialized herbivores, with some facultative omnivory likely (see also Barrett Reference Barrett2000, Reference Barrett2014; Barrett and Upchurch Reference Barrett and Upchurch2007).

Riojasaurus is strongly separated from the other “core prosauropods,” occupying more negative values of PC1 and lying closer to sauropod taxa in this axis (Fig. 2A). In addition to the osteological and dental characters considered herein, Riojasaurus has also previously been considered to have been distinct from other “prosauropod” taxa in the inferred presence of a premaxillary rhamphotheca (Bonaparte and Pumares Reference Bonaparte and Pumares1995), for which the evidence is stronger in Riojasaurus than any other sauropodomorph (Barrett and Upchurch Reference Barrett and Upchurch2007). This functional separation, potential rhamphotheca, and its potentially atypical tooth morphology (Bonaparte and Pumares Reference Bonaparte and Pumares1995; but see Barrett and Upchurch Reference Barrett and Upchurch2007) indicate that Riojasaurus would have been a more specialized herbivore than many other contemporary “prosauropod” taxa.

Basal Sauropodiformes

Sauropodiformes are highly functionally disparate (Fig. 2A). Jingshanosaurus and Yunnanosaurus, the most basal sauropodiform taxa considered herein, are both outliers in comparison to most “prosauropod” taxa. The dentition of Jingshanosaurus is relatively homodont, with many of the teeth being highly recurved (Zhang and Yang Reference Zhang and Yang1994: Fig. 9). Compared with phylogenetically proximate taxa (Massospondylidae, Yunnanosaurus) Jingshanosaurus exhibits a relatively low mechanical advantage and a gracile mandible with an elongated retroarticular process. These traits suggest a greater importance of faunivory in Jingshanosaurus. Yunnanosaurus differs primarily in its tooth morphology. It exhibits a homodont dentition of apicobasally elongate but mesiodistally narrow teeth, resulting in limited overlap between tooth crowns (Barrett et al. Reference Barrett, Upchurch, Zhou and Wang2007). Moreover, denticles are absent, although incipient crenulations are apparent at tooth apices (Barrett et al. Reference Barrett, Upchurch, Zhou and Wang2007). Although lacking well-developed wear facets resulting from tooth–tooth occlusion (Barrett et al. Reference Barrett, Upchurch, Zhou and Wang2007) this dentition exhibits some convergences with sauropod teeth, suggesting more specialized herbivory in Yunnanosaurus.

Chuxiongosaurus, Anchisaurus, and Mussaurus are functionally similar to “core prosauropod” taxa, clustering tightly with them in PC1 and PC2. A prominent trend is observed through the more derived sauropodiforms toward more robust mandibles (Fig. 2B), greater mechanical advantage of the mandible, more procumbent dentitions, and reduced tooth rows. This culminates at the base of the Sauropoda with the onset of static, shearing occlusion between homodont teeth, which are clearly those of obligate herbivores (Calvo Reference Calvo1994; Christiansen Reference Christiansen2000; Upchurch and Barrett Reference Upchurch and Barrett2000). As in the continuous metrics, this trend is also seen through the piecemeal acquisition of discrete characters, such as the lateral plates. The observed trends toward greater cranial and mandibular robusticity, increased bite force, and increased processing power of the dentition are all consistent with a shift toward bulk feeding on coarse, fibrous plant material, providing quantitative biomechanical evidence for the presence of such an ecological shift at the base of the Sauropoda and supporting previous suggestions based on morphology (Barrett and Upchurch Reference Barrett and Upchurch2007; Upchurch et al. Reference Upchurch, Barrett, Zhao and Xu2007; Rauhut et al. Reference Rauhut, Fechner, Remes and Reis2011; Sander Reference Sander2013; Barrett Reference Barrett2014).

Sauropoda

“Broad-crowned” sauropods (non-neosauropods, Camarasaurus, and Euhelopus) show relatively low disparity (Fig. 1A), remaining in a restricted region of the biomechanical morphospace associated with relatively high bite forces (due both to large adductor musculature and high mechanical advantage of the jaw), high cranial and mandibular robustness, and robust teeth meeting in interdigitating occlusion. This character combination would permit a broad diet, with cropping of tough or even woody material possible. These results are consistent with those obtained from previous biomechanical disparity analyses (Button et al. Reference Button, Rayfield and Barrett2014; MacLaren et al. Reference MacLaren, Anderson, Barrett and Rayfield2017) and from tooth microwear (Fiorillo Reference Fiorillo1991, Reference Fiorillo1998; Upchurch and Barrett Reference Upchurch and Barrett2000; Whitlock Reference Whitlock2011) and myological reconstruction and finite-element modeling of sauropod skulls, which indicate the exertion and accommodation of greater bite forces in the more robust crania of “broad-crowned” rather than “narrow-crowned” sauropod taxa (Button et al. Reference Button, Rayfield and Barrett2014).

Diplodocoids and titanosauriformes each show trajectories into overlapping regions of biomechanical morphospace associated with relatively gracile mandibles and reduced and inclined adductor chambers (Fig. 1A,B). These characters, coupled with the development of specialized cropping mechanisms, reduced length of the tooth rows, and slender teeth, suggest further emphasis on mesial cropping with little, if any, oral processing. Interestingly, diplodocoids and titanosaurs also exhibit convergence in characters not considered herein. All develop high tooth-replacement rates (Chure et al. Reference Chure, Britt, Whitlock and Wilson2010; D’Emic et al. Reference D’Emic, Whitlock, Smith, Fisher and Wilson2013), probably in response to a highly abrasive/gritty diet (Chure et al. Reference Chure, Britt, Whitlock and Wilson2010; Whitlock Reference Whitlock2011; D’Emic et al. Reference D’Emic, Whitlock, Smith, Fisher and Wilson2013). Also, on the basis of both craniodental and postcranial evidence, rebbachisaurids (Barrett and Upchurch Reference Barrett and Upchurch2005; Sereno and Wilson Reference Sereno and Wilson2005; Sereno et al. Reference Sereno, Wilson, Witmer, Whitlock, Maga, Ide and Rowe2007; Whitlock Reference Whitlock2011) and dicraeosaurids (Upchurch and Barrett Reference Upchurch and Barrett2000; Christian Reference Christian2002; Barrett and Upchurch Reference Barrett and Upchurch2005; but see Whitlock Reference Whitlock2011) are usually considered to have been specialized low browsers, and diplodocids (Upchurch and Barrett Reference Upchurch and Barrett2000; Christian Reference Christian2002; Barrett and Upchurch Reference Barrett and Upchurch2005; Dzemski and Christian Reference Dzemski and Christian2007; Christian and Dzemski Reference Christian and Dzemski2011; Whitlock Reference Whitlock2011) and probably some titanosaurs (Barrett and Upchurch Reference Barrett and Upchurch2005) would have indulged in low browsing for at least parts of the foraging cycle. However, diplodocids occupy a region of biomechanical morphospace separated from that of titanosaur taxa. The particularly low relative bite force of diplodocids, the loss of tooth–tooth wear facets, expanded articular, and the low-angle arrangement of the adductor muscles indicate a specialized feeding mechanism with an emphasis on propaliny, as has been previously suggested in Diplodocus (Barrett and Upchurch Reference Barrett and Upchurch1994; Upchurch and Barrett Reference Upchurch and Barrett2000; Young et al. Reference Young, Rayfield, Holliday, Witmer, Button, Upchurch and Barrett2012). The position of Tornieria as closer to the dicraeosaurids in PC2 is suspect, as it lacks data for the specialized characters loading in PC2 as described earlier. Kaatedocus occupies more negative values of PC2 and fewer positive values of PC1 than other diplodocids. Additionally, a shift within diplodocinae is detected within a minority of trees, resulting in Kaatedocus occupying its own independent regime (Fig. 5). This is a result of the highly elongate and gracile skull and mandible of Kaatedocus and its more rounded snout relative to adult specimens of other diplodocid taxa. Craniofacial remodeling, including squaring-off of the snout, has been suggested to have resulted in functional divergence between ontogenetic stages of Diplodocus (Whitlock et al. Reference Whitlock, Wilson and Lamanna2010). The separation of Kaatedocus from other diplodocid taxa seen here lends some additional support to this, although this is difficult to test in the absence of adult Kaatedocus cranial material.

Dicraeosaurids and rebbachisaurids show greater functional overlap with titanosaurs, with these groups following parallel functional trends toward a reduced tooth row, slender teeth, a reduction in the size of the supratemporal fenestra, and the development of a dentition with high-angled shear between the upper and lower tooth rows (Upchurch and Barrett Reference Upchurch and Barrett2000; Barrett and Upchurch Reference Barrett and Upchurch2005). This guillotine-like “precision-shear” bite would be suited to “nipping” off of foliage, with no further oral processing (Upchurch and Barrett Reference Upchurch and Barrett2000; Barrett and Upchurch Reference Barrett and Upchurch2005). Dicraeosaurids cluster most closely with the titanosaurs Antarctosaurus, Bonitasaura, and Brasilotitan (Supplementary Figure S15), all sharing a highly abbreviated tooth row and, at least with Bonitasaura, an extreme reduction of the supratemporal fenestra. These three titanosaur taxa further converge with rebbachisaurids in showing the common development of a highly squared-off snout.

Although neither rebbachisaurids nor dicraeosaurids show significant separation from titanosaurs in morphospace occupation, they cannot be distinguished from diplodocids, brachiosaurids, or “prosauropods” either. This reflects low statistical power due to the small number of rebbachisaurid and dicraeosaurid taxa sampled rather than functional overlap. Sampled dicraeosaurids exhibit greater inclination of the adductor chamber than titanosaurs, which would result in lower relative bite forces. However, the crania of dicraeosaurids remain poorly known (Table 1), limiting the functional inferences that can be drawn for these taxa. The same is generally true for rebbachisaurids (Table 1), with the exception of Nigersaurus. Nigersaurus is unique among sauropodomorphs in possessing teeth with asymmetrical enamel distribution (Sereno and Wilson Reference Sereno and Wilson2005; Sereno et al. Reference Sereno, Wilson, Witmer, Whitlock, Maga, Ide and Rowe2007; D’Emic et al. Reference D’Emic, Whitlock, Smith, Fisher and Wilson2013) arranged in a complex, self-supporting and sharpening “tooth battery” (Sereno and Wilson Reference Sereno and Wilson2005; Sereno et al. Reference Sereno, Wilson, Witmer, Whitlock, Maga, Ide and Rowe2007) and in apparently having closed the supratemporal fenestra, necessitating a dramatic rearrangement of the adductor musculature (Sereno et al. Reference Sereno, Wilson, Witmer, Whitlock, Maga, Ide and Rowe2007). The poor sampling of rebbachisaurid and dicraeosaurid crania means that the taxonomic distribution of specific functional complexes remains unknown, and the disparity present within these forms may be underestimated. Consequently, results for these clades, and functional comparisons with other taxa, must be treated with caution.

Titanosaurs are highly disparate (Fig. 2A), with basal taxa such as Malawisaurus and some more derived forms such as Rapetosaurus showing more functional similarity to brachiosaurids than to diplodocoids (see also MacLaren et al. Reference MacLaren, Anderson, Barrett and Rayfield2017). This is not surprising, given the high diversity and ecological importance of titanosaurs during the Cretaceous (Barrett and Upchurch Reference Barrett and Upchurch2005; Upchurch and Barrett Reference Upchurch and Barrett2005; Mannion et al. Reference Mannion, Upchurch, Carrano and Barrett2011), especially in South America (Salgado and Bonaparte Reference Salgado and Bonaparte2007; de Souza and Santucci Reference de Souza and Santucci2014; García et al. Reference García, Salgado, Fernández, Cerda, Carabajal, Otero, Coria and Fiorelli2015). The inference of a keratinous, rhamphotheca-like, cutting blade covering the posterior region of the dentary of Bonitasaura (Apesteguía Reference Apesteguía2004) might expand this disparity further. However, the existence of such a structure is considered unlikely here: Nemegtosaurus and Quaesitosaurus exhibit a morphologically similar coronoid to that of Bonitasaura (Wilson Reference Wilson2005) that is devoid of the dense neurovascular foramina whose presence was used to argue for a rhamphotheca in the latter taxon (Apesteguía Reference Apesteguía2004). Additionally, the position of such a blade behind the teeth would be of limited effectiveness.

Disparity Patterns through Time

The great functional breadth of basal taxa results in sauropodomorphs attaining maximum disparity early in their history, by the Early Jurassic (Fig. 3C), after which disparity plateaus. Indeed, with the exception of the product of variances results for the Middle Jurassic (see below), no significant differences in disparity are observed between any successive time bins (Fig. 3C; see also Table 6). Although much of the sauropodomorph fossil record is both patchily sampled and poorly dated (Mannion et al. Reference Mannion, Upchurch, Carrano and Barrett2011), particularly with respect to cranial remains, variance-based disparity metrics are generally relatively robust to sampling biases (Butler et al. Reference Butler, Brusatte, Andres and Benson2012), and even the appearance of highly unusual sauropod taxa such as Nigersaurus (Sereno and Wilson Reference Sereno and Wilson2005; Sereno et al. Reference Sereno, Wilson, Witmer, Whitlock, Maga, Ide and Rowe2007) do not result in a significant expansion of total disparity. Craniodental remains too poorly known or too problematic to be included within our analyses (e.g., Saturnalia Langer et al., Reference Langer, Abdala, Richter and Benton1999, Ignavusaurus Knoll, Reference Knoll2010, Yimenosaurus Bai et al., Reference Bai, Yang and Wang1990, Bellusaurus Dong, Reference Dong1990, “Astrodon” [Carpenter and Tidwell Reference Carpenter and Tidwell2005], Balochisaurus Malkani, Reference Malkani2003, Phuwiangosaurus [Suteethorn et al. Reference Suteethorn, Le Loeuff, Buffetaut, Suteethorn, Talubmook and Chonglakmani2009]) all conform to one of the functional grades identified within. This conformity further suggests that a genuine biological signal is represented. The apparent (although still largely nonsignificant) decline in the Middle Jurassic is a probable exception to this, as it coincides with the minimum sampled interval. The retrieval of a significant result here for the product of ranges results may be a reflection of the sensitivity of hypervolume calculations to axes of negligible variance (Wills et al. Reference Wills, Briggs and Fortey1994; Ciampaglio et al. Reference Ciampaglio, Kemp and McShea2001), given that all positive axes were used to calculate disparity herein. The plateauing of total disparity is all the more surprising given the strong functional shifts observed within Sauropodomorpha during the Mesozoic, with significant differences in biomechanical morphospace occupation being observed accompanying the radiation of Sauropoda in the Middle Jurassic and of Neosauropoda in the Late Jurassic. This pattern of turnover, as opposed to expansion, through time is broadly similar to the pattern observed from biomechanical analysis of the mandible alone (MacLaren et al. Reference MacLaren, Anderson, Barrett and Rayfield2017). However, mandibular disparity peaks in the Late Jurassic (MacLaren et al. Reference MacLaren, Anderson, Barrett and Rayfield2017), differing from the early plateauing of whole-skull biomechanical disparity resolved here. This is partially due to the inclusion of cranial characters allowing increased sampling of titanosaurs herein. It may also reflect a decoupling of the disparity of the cranium and mandible within sauropodomorphs as a result of the greater number of the potentially conflicting roles performed by the cranium.

Dissection of these trends indicates that partial disparity (Fig. 4A) closely follows the diversity patterns of each group (see Barrett and Upchurch Reference Barrett and Upchurch2005; Upchurch and Barrett Reference Upchurch and Barrett2005). During the Early Jurassic, “prosauropods” represent >90% of observed craniodental disparity, but this rapidly tails off with the extinction of non-sauropods by the Middle Jurassic.

During the Late Jurassic, “broad-crowned” and diplodocoid sauropods show roughly equal levels of disparity, with brachiosaurids making a relatively minor contribution (Fig. 4A). However, through the Cretaceous, the expansion of titanosaur disparity occurs at the expense of other groups, through to the extinction of all other groups in the Late Cretaceous. This signal is consistent with either opportunistic or competitive interactions between titanosaurs and diplodocoids, but is too coarse to allow us to distinguish between these two hypotheses.

Functional Grades and Evolutionary Rate Shifts

Despite the strong functional separation between sauropodomorph craniodental grades, evidence for associated shifts in evolutionary rate are weak; of the a priori selected clades and particular branches tested here, only Diplodocoidea demonstrated significant shifts in both craniodental PC scores in a majority of trees (Table 8). Even then, significant shifts are detected in <70% of trees. Such a shift in Diplodocoidea is potentially attributable to sampling artifacts, with the first cranial remains for the clade represented by the simultaneous occurrence of multiple taxa in the Kimmeridgian–Tithonian Morrison Formation and Tendaguru Beds. However, the projected Bathonian age of the Diplodocoidea root used here compares favorably with the oldest known putative diplodocoid remains from the late Bathonian (Upchurch and Martin Reference Upchurch and Martin2003; Upchurch et al. Reference Upchurch, Barrett and Dodson2004; Mannion et al. Reference Mannion, Upchurch, Carrano and Barrett2011), providing some support for a genuine rate shift within Diplodocoidea.

Evidence for shifts in body-mass evolution associated with the observed functional shifts is similarly scant (Table 8). This corresponds with the results of Benson et al. (Reference Benson, Campione, Carrano, Mannion, Sullivan, Upchurch and Evans2014), who found a general pattern of reduction in rate over time, according to either an early burst or OU model. This pattern within Sauropodomorpha (and Dinosauria more generally) was attributed to the early filling of ecological niches (Benson et al. Reference Benson, Campione, Carrano, Mannion, Sullivan, Upchurch and Evans2014). This would appear to corroborate the early plateauing of disparity observed herein. However, both early burst and single-shift OU models fit functional craniodental evolution relatively poorly (Table 7). They are strongly outperformed by models permitting multiple shifts in local optimum (Table 9), suggesting continued ecological innovation within sauropodomorph evolution.

Adaptive Landscape Shifts in Sauropodomorph Craniodental Evolution

Over macroevolutionary timescales, each local optimum recovered in SURFACE analysis can be interpreted as a peak in an adaptive landscape sensu Simpson (Reference Simpson1944) (Ingram and Mahler Reference Ingram and Mahler2013; Mahler et al. Reference Mahler, Ingram, Revell and Losos2013). Shifts between adaptive zones will then be the result of circumvention of previous functional constraints through ecological or morphological innovation (Hunt and Carrano Reference Hunt and Carrano2010).

However, interpretation of results is complicated by strong sensitivity to dating, particularly when inspecting potentially convergent shifts in relatively small clades. Nevertheless, consistent retrieval of the adoption of a novel adaptive zone proximate to the base of Sauropoda (Fig. 5) corroborates the results from the functional multivariate analysis indicating a significant ecological shift coincident with the evolution of sauropods.

A second consistent shift is observed at the node uniting Atlasaurus and Neosauropoda; this is a result of the sharp increase in disparity occurring at the basal split between diplodocoids and macronarians. There is also relatively good support for the adoption of independent local optima by Riojasaurus and Diplodocidae, each of which is notable for its functional dissimilarity to related taxa. The independent occurrence of some functional convergences between the skulls of Riojasaurus and diplodocids (although body-size disparity still suggests divergences in ecology) further suggests that specialized forms of herbivory had been adopted by sauropodomorphs as early as the Late Triassic.

Diplodocid cranial material is difficult to diagnose to fine taxonomic levels, with Tschopp et al. (Reference Tschopp, Mateus and Benson2015) suggesting that the majority of previously referred cranial material cannot be assigned to genus level. However, this would make little difference to the results presented herein, as the only taxon found to occasionally differ from other diplodocids in functional measures—Kaatedocus—is associated with diagnosable postcranial remains (Tschopp and Mateus Reference Tschopp and Mateus2013; Tschopp et al. Reference Tschopp, Mateus and Benson2015).

Functional Convergence in Sauropodomorph Evolution

Although there is a strong signal for divergence, evidence for the convergent occupation of common adaptive zones by larger sauropodomorph clades is weak. In particular, despite the observed parallel functional trends between rebbachisaurids, dicraeosaurids, and titanosaurs (Fig. 2A), convergent shifts in these clades are not recovered here. Titanosaurs and diplodocoids only cluster around a common adaptive peak in a minority of trees (Fig. 5), and even in those cases it is typically the result of inheriting a plesiomorphic shift close to the base of Neosauropoda. Instead, Camarasaurus often shows convergence back toward the same regime occupied by neosauropods less derived than Atlasaurus (Fig. 5). It is possible that this might reflect a poorly reconstructed condition at the base of the Neosauropoda, with Camarasaurus inheriting the ancestral non-neosauropod state and titanosauriforms and diplodocoids then adopting the same regime convergently. This problem is exacerbated by the generally poor sampling of sauropodomorph crania; basal neosauropods are poorly represented, and the skull of Atlasaurus, the sister-taxon to Neosauropoda, is poorly known (with around 45% missing data). Nevertheless, the strong similarity observed here between Atlasaurus and Camarasaurus (Figs. 2, 7) would be expected to result in a conservative test of this pattern of regime shifts within the Neosauropoda. However, omission of Atlasaurus makes little difference to the results (see Supplementary Information Section S5). More problematically, the low numbers of dicraeosaurids and rebbachisaurids present in the analysis will make the detection of trends within each group difficult: it should be noted that removing taxa with <50% data would leave only one rebbachisaurid and one dicraeosaurid (Nigersaurus and Dicraeosaurus, respectively) in the analysis.

Still, this result would suggest that the parallel functional trends observed among rebbachisaurids, dicraeosaurids, and titanosaurs may result from random processes rather than selective forces due to occupation of a common adaptive peak (Ingram and Mahler Reference Ingram and Mahler2013). This, coupled with the presence of unique functional complexes in taxa such as Nigersaurus, suggests that competitive replacement of diplodocoids by titanosaurs during the Cretaceous would have been unlikely. Interestingly, the titanosaur taxa showing the greatest levels of functional similarity to rebbachisaurids—Antarctosaurus, Bonitasaura, and Brasilotitan (Supplementary Fig. S15)—all postdate the extinction of diplodocoids in the Turonian. This corresponds with signals from body-mass evolution, with titanosaurs only expanding into the smaller-size niches occupied by rebbachisaurids and dicraeosaurids following the extinction of these diplodocoid groups (de Souza and Santucci Reference de Souza and Santucci2014). This suggests opportunistic ecological expansion of titanosaur taxa following the extinction of diplodocoids, as opposed to competitive exclusion of dicraeosaurid and rebbachisaurid taxa during the Cretaceous (Coria and Salgado Reference Coria and Salgado2005; de Souza and Santucci Reference de Souza and Santucci2014; contra Barrett and Upchurch Reference Barrett and Upchurch2005). However, the poor sampling of rebbachisaurid, dicraeosaurid, and, to a lesser extent, titanosaur crania make the elucidation of functional trends in these clades highly problematic. More complete dicraeosaurid and rebbachisaurid crania are required to adequately test for functional convergence between these taxa and titanosaurs.

Bulk Feeding and the Evolution of Sauropod Gigantism

The evolutionary modeling carried out herein demonstrates the adoption of a novel adaptive zone close to the base of Sauropoda. Multivariate functional analysis indicates that this manifests in characters associated with cranial robusticity, increased bite force, and increased food-processing potential, consistent with the hypothesized shift toward obligate herbivory and bulk feeding at the base of Sauropoda (Barrett and Upchurch Reference Barrett and Upchurch2007; Upchurch et al. Reference Upchurch, Barrett, Zhao and Xu2007; Barrett et al. Reference Barrett, Butler and Nesbitt2011; Sander Reference Sander2013; Barrett Reference Barrett2014). It is also consistent with suggestions of ecological distinction between “prosauropods” and sauropods on the basis of postcranial anatomy (Barrett and Upchurch Reference Barrett and Upchurch2007; McPhee et al. Reference McPhee, Bonnan, Yates, Neveling and Choiniere2015). This shift was unilateral: “core prosauropod” regions of biomechanical morphospace were not reoccupied by sauropod taxa (Fig. 2A), and total morphospace occupation remained significantly different from the Middle Jurassic onward after the extinction of “prosauropods” (Tables 3, 4). The relatively constant level of observed functional disparity (Fig. 3) appears to have been maintained despite episodic functional shifts, through turnover, with the vacation of previous niches. This signal is also seen in sauropod body mass; whereas “prosauropods” range over three orders of magnitude (from <10 kg to >2000 kg), even the earliest sauropods commonly reached masses of ≈5000 kg, and all were over 1000 kg (Fig. 4B), with the exception of the insular dwarves Europasaurus (Sander et al. Reference Sander, Mateus, Laven and Knötschke2006) and Magyarosaurus (Stein et al. Reference Stein, Csiki, Curry Rogers, Weishampel, Redelstorff, Carballido and Sander2010).

The observed functional shift within Sauropodiformes coincides with several trends in postcranial anatomy such as an increase in relative neck length (Barrett and Upchurch Reference Barrett and Upchurch2007) and the adoption of a graviportal quadrupedal stance (Barrett and Upchurch Reference Barrett and Upchurch2007; Yates and Kitching Reference Yates and Kitching2010; Yates et al. Reference Yates, Bonnan, Neveling, Chinsamy and Blackbeard2010; McPhee et al. Reference McPhee, Yates, Choiniere and Abdala2014), although the evolution of the latter character was complex (McPhee et al. Reference McPhee, Yates, Choiniere and Abdala2014). A shift toward bulk feeding has been suggested to have driven the evolution of these cranial and postcranial characters and body size through correlated progression (Barrett and Upchurch Reference Barrett and Upchurch2007; Upchurch et al. Reference Upchurch, Barrett, Zhao and Xu2007; Barrett Reference Barrett2014), wherein integration of multiple functional complexes leads to correlated change through positive-feedback loops (e.g., Kemp Reference Kemp2006). Elongation of the neck and increasing body size would have expanded the feeding envelope (Barrett and Upchurch Reference Barrett and Upchurch2007; Sander Reference Sander2013). Increasing body size would also result in reduction of mass-specific metabolic rate and expansion of gut capacity (Demment and van Soest Reference Demment and Van Soest1985; Farlow Reference Farlow1987), enabling increased overall intake and fiber digestibility (Clauss and Hummel Reference Clauss and Hummel2005; Clauss et al. Reference Clauss, Steuer, Müller, Codron and Hummel2013), if not increased total digestibility (Clauss et al. Reference Clauss, Steuer, Müller, Codron and Hummel2013). These would both be advantageous in bulk feeding on large quantities of low-quality, highly fibrous plant matter. The development of quadrupedalism would have facilitated all of these modifications of the postcranial skeleton (Barrett and Upchurch Reference Barrett and Upchurch2007).

The consistent trends observed in aspects of the sauropodomorph craniodental system observed herein suggest correlated progression; however, further investigation of the correlation of postcranial and cranial traits across sauropodomorph phylogeny is required to test this further. Correlated progression of these traits would explain the unilateral nature of this shift at the base of Sauropoda, with the apparent failure of sauropods to expand into small and medium-sized herbivorous niches following the extinction of “prosauropods.” The tight positive-feedback loops between multiple character complexes would be difficult to break (Kemp Reference Kemp2006; Barrett Reference Barrett2014), making reversions difficult, and some of these niches may have instead been filled by ornithischian and theropod herbivores in the Jurassic and Cretaceous. A basal specialization of sauropods toward bulk feeding may have then constrained them to large, megaherbivorous niches, promoting gigantism, as enabled by the unique character combination of the sauropod Bauplan (Sander et al. Reference Sander, Christian, Clauss, Fechner, Gee, Griebeler, Gunga, Hummel, Mallison, Perry, Preuschoft, Rauhut, Remes, Tütken, Wings and Witzel2011; Sander Reference Sander2013).

Such a scenario is consistent with the results from analysis of functional characters presented herein by “broad-crowned” taxa. However, the relationships between form, function, and diet are complicated (Lauder Reference Lauder1995; Wainwright Reference Wainwright2007; Lautenschlager et al. Reference Lautenschlager, Brassey, Button and Barrett2016), and more direct dietary evidence, particularly from “prosauropod,” basal sauropod, and titanosaur taxa, are necessary to test such a scenario further.

Conclusions

Multivariate analysis of multiple functional traits of the sauropodomorph craniodental system indicates that variance can be characterized into multiple functional grades. Functional disparity remained approximately constant from the Late Triassic until the end of the Mesozoic, despite taxonomic turnover. Basal “prosauropod” taxa, despite being relatively morphologically conservative, are highly functionally disparate, possibly relating to variance along the omnivory–herbivory spectrum. A prominent shift in functional metrics of the feeding apparatus is observed starting within Sauropodiformes and culminating at the base of Sauropoda in the “broad-crowned” functional grade. Modeling of trait evolution indicates that this is associated with a significant shift into a new adaptive zone. This shift, toward greater cranial robusticity, increased bite forces, and increased processing potential, is consistent with the adoption of obligate high-fiber herbivory. This demonstration of an ecological shift provides quantitative evidence for models that posit the adoption of bulk feeding as a key factor in driving various character complexes, including sauropod gigantism through correlated progression.

Although Diplodocoidea and Titanosauria show multiple morphological and functional convergences in their skulls and teeth, each clade remains highly disparate. Diplodocids are found to be significantly different from titanosaur taxa, preventing characterization of a single “narrow-crowned” grade. Although titanosaur, dicraeosaurid, and rebbachisaurid taxa are functionally similar, evidence for competitive exclusion of diplodocoids by titanosaurs is weak. However, poor sampling of rebbachisaurid and dicraeosaurid lineages make the elucidation of trends within these clades difficult: discovery of more complete crania from these clades is imperative in order to test this hypothesis further.

Acknowledgments

We thank J. Mallon and an anonymous reviewer for their comments, which improved the quality of this article. Further thanks go to A. Halamski (Polish Academy of Sciences), O. Wings (Landesmuseum Hannover), N. Knötschke (Dinosaurier-Freilichtmuseum M€unchehagen), D. Brinkmann (Yale Peabody Museum), C. Mehling (American Museum of Natural History), D. Pickering, A. Henrici, and M. Lamanna (Carnegie Museum of Natural History), M. Brett-Surman (Smithsonian Museum of Natural History), G. Storrs (Cincinnati Museum Center), and Bob Masek (University of Chicago) for providing access to specimens. Additional thanks go to M. Puttick and T. Stubbs (University of Bristol) for further assistance. This work was made possible by a NERC studentship NE/j500033/1 awarded to D.J.B.

Supplementary Material

Data available from the Dryad Digital Repository: http://dx.doi.org/10.5061/dryad.350v2

References

Literature Cited

Alfaro, M. E., Bolnick, D. I., and Wainwright, P. C.. 2004. Evolution dynamics of complex biomechanical systems: an example using the four-bar mechanism. Evolution 58:495503.Google Scholar
Alfaro, M. E., Bolnick, D. I., and Wainwright, P. C.. 2005. Evolutionary consequences of many-to-one mapping of jaw morphology to mechanics in labrid fishes. American Naturalist 165:E140E151.Google Scholar
Anderson, P. S. L. 2009. Biomechanics functional patterns, and disparity in Late Devonian arthrodires. Paleobiology 35:321342.Google Scholar
Anderson, P. S. L., Friedman, M., Brazeau, M. D., and Rayfield, E. J.. 2011. Initial radiation of jaws demonstrated stability despite faunal and environmental change. Nature 476:206209.Google Scholar
Anderson, P. S. L., Friedman, M., and Ruta, M.. 2013. Late to the table: diversification of tetrapod mandibular biomechanics lagged behind evolution of terrestriality. Integrative and Comparative Biology 53:283294.Google Scholar
Apesteguía, S. 2004. Bonitasaura salgadoi gen. et. sp. nov.: a beaked sauropod from the Late Cretaceous of Patagonia. Naturwissenschaften 91:493497.Google Scholar
Bai, Z., Yang, J., and Wang, G.. 1990. Yimenosaurus, a new genus of Prosauropda from Yimen Country, Yunnan Province. Yuxiwenbo (Yuxi Culture and Scholarship) 1:1423.Google Scholar
Bapst, D. W. 2012. Paleotree: an R package for paleontological and phylogenetic analyses of evolution. Methods in Ecology and Evolution 3:803807.Google Scholar
Barrett, P. M. 2000. Prosauropods and iguanas: speculation on the diets of extinct reptiles. Pp. 4278 in H.-D. Sues, ed. The evolution of herbivory in terrestrial vertebrates: perspectives from the fossil record. Cambridge University Press, Cambridge.CrossRefGoogle Scholar
Barrett, P. M. 2014. Paleobiology of herbivorous dinosaurs. Annual Review of Earth and Planetary Sciences 42:207230.CrossRefGoogle Scholar
Barrett, P. M., and Upchurch, P.. 1994. Feeding mechanisms of Diplodocus . Gaia 10:195203.Google Scholar
Barrett, P. M., and Upchurch, P.. 2005. Sauropodomorph diversity through time: macroevolutionary and paleoecological implications. Pp. 125156 in K. A. Curry Rogers, and J. A. Wilson, eds. The sauropods: evolution and paleobiology. University of California Press, Berkeley.Google Scholar
Barrett, P. M., and Upchurch, P.. 2007. The evolution of feeding mechanisms in early sauropodomorph dinosaurs. Special Papers in Palaeontology 77:91112.Google Scholar
Barrett, P. M., Upchurch, P., Zhou, X.-D., and Wang, X.-L.. 2007. The skull of Yunnanosaurus huangi Young, 1942 (Dinosauria: Prosauropoda) from the Lower Lufeng Formation (Lower Jurassic) of Yunnan, China. Zoological Journal of the Linnean Society 150:319341.Google Scholar
Barrett, P. M., Butler, R. J., and Nesbitt, S. J.. 2011. The roles of herbivory and omnivory in early dinosaur evolution. Transactions of the Royal Society of Edinburgh (Earth Sciences) 101:383396.Google Scholar
Bell, M. A., and Lloyd, G.. 2015. strap: an R package for plotting phylogenies against stratigraphy and assessing their stratigraphic congruence. Palaeontology 58:379389.Google Scholar
Benson, R. B. J., Campione, N. E., Carrano, M. T., Mannion, P. D., Sullivan, C., Upchurch, P., and Evans, D. C.. 2014. Rates of dinosaur body mass evolution indicate 170 million years of sustained ecological innovation on the avian stem lineage. PLoS ONE 12:e1001853.Google Scholar
Benton, M. J. 1983. Dinosaur success in the Triassic: a non-competitive ecological model. Quarterly Review of Biology 58:2955.Google Scholar
Blomberg, S. P., Garland, T., and Ives, A. R.. 2003. Testing for phylogenetic signal in comparative data: behavioral traits are more labile. Evolution 57:717745.Google Scholar
Bonaparte, J. F., and Pumares, J. A.. 1995. Notas sobre el primer craneo de Riojasaurus incertus (Dinosauria, Prosauropoda, Melanorosauridae) del Triasico superior de La Rioja, Argentina. Ameghiniana 32:341349.Google Scholar
Butler, M. A., and King, A. A.. 2004. Phylogenetic comparative analysis: a modeling approach for adaptive evolution. American Naturalist 164:683695.Google Scholar
Butler, R. J., Brusatte, S. L., Andres, B., and Benson, R. B. J.. 2012. How do geological sampling biases affect studies of morphological evolution in deep time? A case study of pterosaur (Reptilia: Archosauria) disparity. Evolution 66:147162.CrossRefGoogle Scholar
Button, D. J., Rayfield, E. J., and Barrett, P. M.. 2014. Cranial biomechanics underpins high sauropod diversity in resource-poor environments. Proceedings of the Royal Society B 281:20142114.Google Scholar
Button, D. J., Barrett, P. M., and Rayfield, E. J.. 2016. Comparative cranial myology and biomechanics of Plateosaurus and Camarasaurus and the evolution of the sauropodomorph feeding apparatus. Palaeontology 59:997–913.CrossRefGoogle Scholar
Cabreira, S. F., Schultz, C. L., Bittencourt, J. S., Soares, M. B., Fortier, D.C., Silva, L. R., and Langer, M. C.. 2011. New stem-sauropodomorph (Dinosauria, Saurischia) from the Triassic of Brazil. Naturwissenschaften 98:10351040.Google Scholar
Calvo, J. O. 1994. Jaw mechanics in sauropod dinosaurs. Gaia 10:183193.Google Scholar
Carpenter, K., and Tidwell, V.. 1998. Preliminary description of a Brachiosaurus skull from Felch Quarry 1, Garden Park, Colorado. Modern Geology 23:6984.Google Scholar
Carpenter, K., and Tidwell, V.. 2005. Reassessment of the Early Cretaceous sauropod Astrodon johnsoni Leidy 1865 (Titanosauriformes). Pp. 78114 in K. Carpenter, and V. Tidwell, eds. Thunder lizards: The sauropodomorph dinosaurs. Indiana University Press, Bloomington.Google Scholar
Chatterjee, S., and Zheng, Z.. 2002. Cranial anatomy of Shunosaurus, a basal sauropod dinosaur from the Middle Jurassic of China. Zoological Journal of the Linnean Society 136:145169.Google Scholar
Chure, D., Britt, B. B., Whitlock, J. A., and Wilson, J. A.. 2010. First complete sauropod dinosaur skull from the Cretaceous of the Americas and the evolution of sauropod dentition. Naturwissenschaften 97:379391.Google Scholar
Christian, A. 2002. Neck posture and overall body design in sauropods. Mitteilungen aus dem Museum für Naturkunde in Berlin, Geowissenschaftliche Reihe 5:269279.Google Scholar
Christian, A., and Dzemski, G.. 2011. Neck posture in sauropods. Pp. 251260 in N. Klein, K. Remes, C. T. Gee, and P. M. Sander, eds. Biology of the sauropod dinosaurs: understanding the life of giants. Indiana University Press, Bloomington.Google Scholar
Christiansen, P. 2000. Feeding mechanisms of the sauropod dinosaurs Brachiosaurus, Camarasaurus, Diplodocus and Dicraeosaurus . Historical Biology 14:137152.Google Scholar
Ciampaglio, C. N., Kemp, M., and McShea, D. W.. 2001. Detecting changes in morphospace occupation patterns in the fossil record: characterization and analysis of measures of disparity. Paleobiology 27:695715.Google Scholar
Clauss, M. 2011. Sauropod biology and the evolution of gigantism: what do we know? Pp. 310 in N. Klein, K. Remes, C. T. Gee, and P.M. Sander, eds. Biology of the sauropod dinosaurs: understanding the life of giants. Indiana University Press, Bloomington.Google Scholar
Clauss, M., and Hummel, J.. 2005. The digestive performance of mammalian herbivores: why big may not be that much better. Mammal Review 35:174187.Google Scholar
Clauss, M., Steuer, P., Müller, D. W. H., Codron, D., and Hummel, J.. 2013. Herbivory and body size: allometries of diet quality and gastrointestinal physiology, and implications for herbivore ecology and dinosaur gigantism. PLoS ONE 8:e68714.Google Scholar
Cooper, M. R. 1981. The prosauropod dinosaur Massospondylus carinatus Owen from Zimbabwe: its biology, mode of life and phylogenetic significance. Occasional Papers of the National Museums and Monuments of Rhodesia, Series B, Natural Sciences 6:689840.Google Scholar
Coria, R. A., and Salgado, L.. 2005. Mid-Cretaceous turnover saurischian dinosaur communities: evidence from the Neuquén Basin. In G. D. Veiga, L. A. Spalletti, J. A. Howell, and E. Schwarz, eds. The Neuquén Basin, Argentina: a case study in sequence stratigraphy and basin dynamics. Geological Society of London Special Publication. 252:317327.Google Scholar
Crompton, A. W., and Attridge, J.. 1986. Masticatory apparatus of the larger herbivores during Late Triassic and Early Jurassic times. Pp. 223236 in K. Padian, ed. The beginning of the age of dinosaurs. Cambridge University Press, Cambridge.Google Scholar
Curry Rogers, K., and Forster, C. A.. 2004. The skull of Rapetosaurus krausei (Sauropoda: Titanosauria) from the Late Cretaceous of Madagascar. Journal of Vertebrate Paleontology 24:121144.CrossRefGoogle Scholar
D’Emic, M. D., Whitlock, J. A., Smith, K. M., Fisher, D. C., and Wilson, J. A.. 2013. Evolution of high replacement rates in sauropod dinosaurs. PLoS ONE 8:e69235.CrossRefGoogle ScholarPubMed
Demment, M. W., and Van Soest, P. J.. 1985. A nutritional explanation for body size patterns of ruminant and nonruminant herbivores. American Naturalist 125:641672.Google Scholar
de Souza, L. M., and Santucci, R. M.. 2014. Body size evolution in Titanosauriforms (Sauropoda, Macronaria). Journal of Evolutionary Biology 27:20012012.Google Scholar
Dong, Z. 1990. Sauropoda from the Kelameili Region of the Junggar Basin, Xinjian Autonomous Region. Vertebrata PalAsiatica 28:4358.Google Scholar
Dzemski, G., and Christian, A.. 2007. Flexibility along the neck of the ostrich (Struthio camelus) and consequences for the reconstruction of dinosaurs with extreme neck length. Journal of Morphology 268:701714.Google Scholar
Farlow, J. O. 1987. Speculations about the diet and digestive physiology of herbivorous dinosaurs. Paleobiology 13:6072.CrossRefGoogle Scholar
Fiorillo, A. R. 1991. Dental microwear on the teeth of Camarasaurus and Diplodocus: implications for sauropod paleoecology. In Z. Kielan-Jaworowska, N. Heintz, and H. A. Nakrem, eds. Fifth symposium on Mesozoic terrestrial ecosystems and biota. Contributions from the Paleontological Museum. University of Oslo, pp. 2324.Google Scholar
Fiorillo, A. R. 1998. Dental micro wear patterns of the sauropod dinosaurs Camarasaurus and Diplodocus: evidence for resource partitioning in the Late Jurassic of North America. Historical Biology 13:116.CrossRefGoogle Scholar
Foote, M. 1994. Morphological disparity in Ordovician–Devonian crinoids and the early saturation of morphological space. Paleobiology 20:320344.Google Scholar
Galton, P. M. 1984. Cranial anatomy of the prosauropod dinosaur Plateosaurus from the Knollenmergel (Middle Keuper, Upper Triassic) of Germany. I. Two complete skulls from Trossingen/Württ. With comments on the diet. Geologica et Palaeontologica 18:139171.Google Scholar
Galton, P. M. 1985a. Cranial anatomy of the prosauropod dinosaur Plateosaurus from the Knollenmergel (Middle Keuper, Upper Triassic) of Germany. II. All the cranial material and details of soft-part anatomy. Geologica et Palaeontologica 19:119159.Google Scholar
Galton, P. M. 1985b. Diet of prosauropod dinosaurs from the late Triassic and early Jurassic. Lethaia 18:105123.CrossRefGoogle Scholar
Galton, P. M. 1986. Herbivorous adaptations of Late Triassic and Early Jurassic dinosaurs. Pp. 203221 in K. Padian, ed. The beginning of the age of dinosaurs. Cambridge University Press, Cambridge.Google Scholar
Galton, P. M., and Upchurch, P.. 2004. Prosauropoda. Pp. 232258 in D. B. Weishampel, P. Dodson, and H. Osmólska, eds. The Dinosauria. University of California Press, Berkeley.Google Scholar
García, R. A., Salgado, L., Fernández, M. S., Cerda, I. A., Carabajal, A. P., Otero, A., Coria, R. A., and Fiorelli, L. E.. 2015. Paleobiology of titanosaurs: reproduction, development, histology, pneumaticity, locomotion and neuroanatomy from the South American fossil record. Ameghiniana 52:2968.Google Scholar
Gower, J. C. 1971. A general coefficient of similarity and some of its properties. Biometrics 27:857871.Google Scholar
Hammer, Ø., Harper, D. A. T., and Ryan, P. D.. 2001. Past: palaeontological statistics software package for education and data analysis. Palaeontologica Electronica 4, 9pp.Google Scholar
Hansen, T. F. 1997. Stabilizing selection and the comparative analysis of adaptation. Evolution 51:13411351.Google Scholar
Hansen, T. F., Armbruster, W. S., and Antonsen, L.. 2000. Comparative analysis of character displacement and spatial adaptations as illustrated by the evolution of Dalechampia blossoms. American Naturalist 156:S17S34.Google Scholar
Harmon, L. J., Weir, J.T., Brock, C. D., Glor, R. E., and Challenger, W.. 2008. GEIGER: investigating evolutionary radiations. Bioinformatics 24:129131.Google Scholar
Hummel, J., and Clauss, M.. 2011. Sauropod feeding and digestive physiology. Pp. 1133 in N. Klein, K. Remes, C. T. Gee, and P. M. Sander, eds. Biology of the sauropod dinosaurs: understanding the life of giants. Indiana University Press, Bloomington.Google Scholar
Hunt, G., and Carrano, M. T.. 2010. Models and methods for analyzing phenotypic evolution in lineages and clades. In J. Alroy, and G. Hunt, eds. Quantitative methods in paleobiology. Paleontological Society Papers 16:245269.Google Scholar
Ingram, T., and Mahler, D. L.. 2013. SURFACE: detecting convergent evolution from comparative data by fitting Ornstein-Uhlenbeck models with stepwise AIC. Methods in Ecology and Evolution 4:416425.Google Scholar
Janis, C. M. 1995. Correlations between craniodental morphology and feeding behaviour in ungulates: reciprocal illumination between living and fossil taxa. Pp. 7698 in J. J. Thomason, ed. Functional morphology in vertebrate paleontology. Cambridge University Press, Cambridge.Google Scholar
Kemp, T. S. 2006. The origin of mammalian endothermy: a paradigm for the evolution of complex biological structure. Zoological Journal of the Linnean Society 147:473488.Google Scholar
Klein, N., Remes, K., Gee, C. T., and Sander, P. M., eds. 2011. Biology of the sauropod dinosaurs: understanding the life of giants. Indiana University Press, Bloomington.Google Scholar
Knoll, F. 2010. A primitive sauropodomorpha from the upper Elliot Formation of Lesotho. Geological Magazine 147:814829.Google Scholar
Langer, M. C., Abdala, F., Richter, M., and Benton, M. J.. 1999. A sauropodomorph dinosaur from the Upper Triassic (Carnian) of southern Brazil. Comptes Rendus de l’Académie des Sciences 329:511517.Google Scholar
Lauder, G. V. 1995. On the inference of form from structure. Pp. 118 in J. J. Thomason, ed. Functional morphology in vertebrate paleontology. Cambridge University Press, Cambridge.Google Scholar
Lautenschlager, S., Brassey, C. A., Button, D. J., and Barrett, P. M.. 2016. Decoupled form and function in disparate herbivorous dinosaur clades. Scientific Reports 6:26945.Google Scholar
MacLaren, J. A., Anderson, P. S. L., Barrett, P. M., and Rayfield, E. J.. 2017. Herbivorous jaw disparity and its relationship to extrinsic evolutionary drivers. Paleobiology 43:1533.Google Scholar
Mahler, D. L., Ingram, T., Revell, L. J., and Losos, J. B.. 2013. Exceptional convergence on the macroevolutionary landscape in island lizard radiations. Science 341:292295.Google Scholar
Malkani, M. S. 2003. Discovery of a partial skull and dentary of Titanosauria (sauropod dinosaur) from the Late Cretaceous Pab Formation of Vitakri area, Barkhan District, Balochistan, Pakistan. Geological Bulletin of the University of Peshawar 36:6571.Google Scholar
Mannion, P. D., Upchurch, P., Carrano, M. T., and Barrett, P. M.. 2011. Testing the effect of the rock record on diversity: a multidisciplinary approach to elucidating the generic richness of sauropodomorph dinosaurs through time. Biological Reviews 86:157181.Google Scholar
Mardia, K. V. 1978. Some properties of classic multi-dimensional scaling. Communications in Statistics—Theory and Methods A 7:12331241.Google Scholar
Martínez, R. N. 2009. Adeopapposaurus mognai, gen. et sp. nov. (Dinosauria: Sauropodomorpha), with comments on adaptations of basal Sauropodomorpha. Journal of Vertebrate Paleontology 29:142164.Google Scholar
Martínez, R. N., and Alcober, O. A.. 2009. A basal sauropodomorph (Dinosauria: Saurischia) from the Ischigualasto Formation (Triassic, Carnian) and the early evolution of Sauropodomorpha. PLoS ONE 4:e4397.Google Scholar
Martínez, R. N., Sereno, P. C., Alcober, O. A., Colombi, C. E., Renne, P. R., Montañez, I. P., and Currie, B. S.. 2011. A basal dinosaur from the dawn of the dinosaur era in southwestern Pangaea. Science 331:206210.Google Scholar
Martínez, R. N., Apaldetti, C., and Abelin, D.. 2013. Basal sauropodomorphs from the Ischigualasto Formation. Journal of Vertebrate Paleontology 32:5169.Google Scholar
McPhee, B. W., Yates, A. M., Choiniere, J. N., and Abdala, F.. 2014. The complete anatomy of and phylogenetic relationships of Antetonitrus ingenipes (Sauropodiformes, Dinosauria): implications for the origins of the Sauropoda. Zoological Journal of the Linnean Society 171:151205.Google Scholar
McPhee, B. W., Bonnan, M. F., Yates, A. M., Neveling, J., and Choiniere, J.. 2015. A new basal sauropod from the pre-Toarcian Jurassic of South Africa: evidence of niche-partitioning at the sauropodomorph–sauropod boundary? Scientific Reports 5:13224.Google Scholar
Navarro, N. 2003. MDA: a MATLAB-based program for morphospace-disparity analysis. Computers and Geosciences 29:655664.CrossRefGoogle Scholar
O’Gorman, E., and Hone, D. W. E.. 2012. Body size distribution of the dinosaurs. PLoS ONE 7:e51925.Google Scholar
Preuschoft, H., and Witzel, U.. 2005. Finite-element model construction for the virtual synthesis of skulls in vertebrates: case study of Diplodocus . Anatomical Record 283A:391401.Google Scholar
Puttick, M. N., Thomas, G. H., and Benton, M. J.. 2014. High rates of evolution precede the origin of birds. Evolution 68:14971510.Google Scholar
Rauhut, O. W. M., Fechner, R., Remes, K., and Reis, K.. 2011. How to get big in the Mesozoic: the evolution of the sauropodomorph body plan. Pp. 119149 in N. Klein, K. Remes, C. T. Gee, and P. M. Sander, eds. Biology of the sauropod dinosaurs: understanding the life of giants. Indiana University Press, Bloomington.Google Scholar
R Core Team. 2013. R, Version 3.2.1. R Foundation for Statistical Computing, Vienna, Austria. http://www.r-project.org.Google Scholar
Reisz, R. R., and Sues, H.-D.. 2000. Herbivory in late Paleozoic and Triassic terrestrial vertebrates. Pp. 942 in H.-D. Sues, ed. Evolution of herbivory in terrestrial vertebrates: perspectives from the fossil record. Cambridge University Press, Cambridge.Google Scholar
Revell, L. J. 2012. phytools: an R package for phylogenetic comparative biology (and other things). Methods in Ecology and Evolution 3:217223.Google Scholar
Salgado, L., and Bonaparte, J. F.. 2007. Sauropodomorpha. Pp. 188–128 in Z. Gasaparini, L. Salgado, and R. A. Coria, eds. Patagonian Mesozoic reptiles. Indiana University Press, Bloomington.Google Scholar
Sander, P. M. 2013. An evolutionary cascade model for sauropod dinosaur gigantism- overview, update and tests. PLoS ONE 8:e78573.Google Scholar
Sander, P. M., Mateus, O., Laven, T., and Knötschke, N.. 2006. Bone histology indicates insular dwarfism in a new Late Jurassic sauropod dinosaur. Nature 441:739741.Google Scholar
Sander, P. M., Christian, A., Clauss, M., Fechner, R., Gee, C. T., Griebeler, E.-M., Gunga, H.-C., Hummel, J., Mallison, H., Perry, S. F., Preuschoft, H., Rauhut, O. W. M., Remes, K., Tütken, T., Wings, O., and Witzel, U.. 2011. Biology of the sauropod dinosaurs: the evolution of gigantism. Biological Reviews 86:117155.Google Scholar
Sereno, P. C., and Wilson, J. A.. 2005. Structure and evolution of a sauropod tooth battery. Pp. 157177 in K. A. Curry Rogers, and J. A. Wilson, eds. The sauropods: evolution and paleobiology. University of California Press, Berkeley.Google Scholar
Sereno, P. C., Wilson, J. A., Witmer, L. M., Whitlock, J. A., Maga, A., Ide, O., and Rowe, T. A.. 2007. Structural extremes in a Cretaceous dinosaur. PLoS ONE 2:e1230.Google Scholar
Sereno, P. C., Ricardo, N. M., and Alcober, O. A.. 2013. Osteology of Eoraptor lunensis (Dinosauria: Sauropodomorpha). Journal of Vertebrate Paleontology 32:83179.Google Scholar
Simpson, G. G. 1944. Tempo and mode in evolution. Columbia University Press, New York.Google Scholar
Sookias, R. B., Butler, R. J., and Benson, R. B. J.. 2012. Rise of dinosaurs reveals major body-size transitions are driven by passive processes of trait evolution. Proceedings of the Royal Society B 279:21802187.Google Scholar
Stayton, C. T. 2006. Testing hypotheses of convergence with multivariate data: morphological and functional convergence among herbivorous lizards. Evolution 60:824841.Google Scholar
Stein, K., Csiki, Z., Curry Rogers, K., Weishampel, D. B., Redelstorff, R., Carballido, J. L., and Sander, P. M.. 2010. Small body size and extreme cortical bone remodelling indicate phyletic dwarfism in Magyarosaurus dacus (Sauropoda: Titanosauria). Proceedings of the National Academy of Sciences USA 107:92589263.Google Scholar
Stubbs, T. L., Pierce, S. E., Rayfield, E. J., and Anderson, P. S. L.. 2013. Morphological and biomechanical disparity of crocodile-line archosaurs following the end-Triassic extinction. Proceedings of the Royal Society B 280:20131940.Google Scholar
Sues, H.-D. 2000. Herbivory in terrestrial vertebrates: an introduction. Pp. 18 in H.-D. Sues, ed. Evolution of herbivory in terrestrial vertebrates: perspectives from the fossil record. Cambridge University Press, Cambridge.Google Scholar
Suteethorn, S., Le Loeuff, J., Buffetaut, E., Suteethorn, V., Talubmook, C., and Chonglakmani, C.. 2009. A new skeleton of Phuwiangosaurus sirindhornae (Dinosauria: Sauropoda) from NE Thailand. Geological Society of London Special Publication 315:189215.Google Scholar
Tennant, J. P., Mannion, P. D., and Upchurch, P.. 2016. Sea level regulated tetrapod dversity dynamics through the Jurassic/Cretaceous interval. Nature Communications 7:12737.CrossRefGoogle ScholarPubMed
Thomas, G. H., and Freckleton, R. P.. 2012. MOTMOT: models of trait macroevolution on trees. Methods in Ecology and Evolution 3:145151.Google Scholar
Tschopp, E., and Mateus, O.. 2013. The skull and neck of a flagellicaudatan sauropod from the Morrison Formation and its implication for the evolution and ontogeny of diplodocid dinosaurs. Journal of Systematic Palaeontology 11:853888.Google Scholar
Tschopp, E., Mateus, O., and Benson, R. B. J.. 2015. A specimen-level phylogenetic analysis and taxonomic revision of Diplodocidae (Dinosauria, Sauropoda). PeerJ 3:e857.Google Scholar
Upchurch, P. 1998. The phylogenetic relationships of sauropod dinosaurs. Zoological Journal of the Linnean Society 124:43103.Google Scholar
Upchurch, P. 1999. The phylogenetic relationships of the Nemegtosauridae. Journal of Vertebrate Paleontology 19:106125.Google Scholar
Upchurch, P., and Barrett, P. M.. 2000. The evolution of sauropod feeding mechanisms. Pp. 79122 in H.-D. Sues, ed. Evolution of herbivory in terrestrial vertebrates: perspectives from the fossil record. Cambridge University Press, Cambridge.Google Scholar
Upchurch, P., and Barrett, P. M.. 2005. Phylogenetic and taxic perspectives on sauropod diversity. Pp. 104124 in K. A. Curry Rogers, and J. A. Wilson, eds. The sauropods: evolution and paleobiology. University of California Press, Berkeley.Google Scholar
Upchurch, P., and Martin, J.. 2003. The anatomy and taxonomy of Cetiosaurus (Saurischia, Sauropoda) from the Middle Jurassic of England. Journal of Vertebrate Paleontology 23:208231.Google Scholar
Upchurch, P., Barrett, P. M., and Dodson, P.. 2004. Sauropoda. Pp. 259322 in D. B. Weishampel, P. Dodson, and H. Osmólska, eds. The Dinosauria. University of California Press, Berkeley.Google Scholar
Upchurch, P., Barrett, P. M., Zhao, X.-J., and Xu, X.. 2007. A re-evaluation of Chinshakiangosaurus chunghoensis Ye vide Dong 1992 (Dinosauria, Sauropodomorpha): implications for cranial evolution in basal sauropod dinosaurs. Geological Magazine 144:247262.Google Scholar
Upchurch, P., Mannion, P. D., Benson, R. B. J., Butler, R. J., and Carrano, M. T.. 2011. Geological and anthropogenic controls on the sampling of the terrestrial fossil record: a case study from the Dinosauria. Geological Society of London Special Publication 358:209240.CrossRefGoogle Scholar
Wainwright, P. C. 2007. Functional versus morphological diversity in macroevolution. Annual Review of Ecology, Evolution and Systematics 38:381401.Google Scholar
Wainwright, P. C., and Richard, B. A.. 1995. Predicting patterns of prey use from morphology of fishes. Environmental Biology of Fishes 44:97113.Google Scholar
Weishampel, D. B., Barrett, P. M., Coria, R. A., Le Loeuff, J., Xu, X., Zhao, X., Sahni, A., Gomani, E. M. P., and Noto, C. R.. 2004. Dinosaur distribution. Pp. 517606 in D. B. Weishampel, P. Dodson, and H. Osmólska, eds. The Dinosauria. University of California Press, Berkeley.Google Scholar
Whitlock, J. A. 2011. Inferences of diplodocoid (Sauropoda: Dinosauria) feeding behaviour from snout shape and microwear analyses. PLoS ONE 6:e18304.Google Scholar
Whitlock, J. A., Wilson, J. A., and Lamanna, M. C.. 2010. Description of a nearly complete juvenile skull of Diplodocus (Sauropoda: Diplodocoidea) from the Late Jurassic of North America. Journal of Vertebrate Paleontology 30:442457.Google Scholar
Wills, M. A. 2001. Disparity vs. Diversity. Pp. 495499 in D. E. G. Briggs, and P. R. Crowther, eds. Palaeobiology II. Blackwell, Malden, Mass.Google Scholar
Wills, M. A., Briggs, D. E. G., and Fortey, R. A.. 1994. Disparity and evolutionary index: a comparison of Cambrian and Recent arthropods. Paleobiology 20:93130.Google Scholar
Wilson, J. A. 2005. Redescription of the Mongolian sauropod Nemegtosaurus mongoliensis (Dinosauria: Saurischia) and comments on Late Cretaceous sauropod diversity. Journal of Systematic Palaeontology 3:283318.Google Scholar
Witzel, U., Mannhardt, J., Goessling, R., De Micheli, P., and Preuschoft, H.. 2011. Finite element analyses and virtual syntheses of biological structures and their application to sauropod skulls. Pp. 171181 in N. Klein, K. Remes, C. T. Gee, and P. M. Sander, eds. Biology of the sauropod dinosaurs: understanding the life of giants. Indiana University Press, Bloomington.Google Scholar
Yates, A. M., and Kitching, J. W.. 2010. The earliest known sauropod dinosaur and the first steps toward sauropod locomotion. Proceedings of the Royal Society B 270:17531758.Google Scholar
Yates, A. M., Bonnan, M. F., Neveling, J., Chinsamy, A., and Blackbeard, M. G.. 2010. A new transitional sauropodomorph dinosaur from the Early Jurassic of South Africa and the evolution of sauropod feeding and quadrupedalism. Proceedings of the Royal Society B 277:787794.Google Scholar
Young, M. T., and Larvan, M. D.. 2010. Macroevolutionary trends in the skull of sauropodomorph dinosaurs—the largest terrestrial animals to have ever lived. Pp. 259269 in A. M. T. Elewa, ed. Morphometrics for nonmorphometricians. Springer-Verlag, Berlin.Google Scholar
Young, M. T., Rayfield, E. J., Holliday, C. M., Witmer, L. M., Button, D.J., Upchurch, P., and Barrett, P. M.. 2012. Cranial biomechanics of Diplodocus (Dinosauria, Sauropoda): testing hypotheses of feeding behaviour in an extinct megaherbivore. Naturwissenschaften 99:637643.Google Scholar
Zhang, Y., and Yang, Z.. 1994. A new complete osteology of Prosauropoda in Lufeng Basin Yunnon China: Jinghsanosaurus. Yunnan Publishing House of Science and Technology, Kunming. [Chinese with English summary].Google Scholar
Figure 0

Figure 1 Simplified phylogeny of Sauropodomorpha, redrawn after Benson et al. (2014). Clades are numbered as follows: 1. Plateosauria; 2. Sauropodiformes; 3. Sauropoda; 4. Eusauropoda; 5. Neosauropoda; 6. Diplodocoidea; 7. Macronaria; 8. Titanosauriformes; 9. Titanosaura; 10. Lithostrotia.

Figure 1

Table 1 The taxa included in this study. The percentage of the biomechanical characters used in this study that could be measured for each taxon is indicated.

Figure 2

Figure 2 A, Biomechanical morphospace plot of PC1 and PC2. Convex hulls illustrate the distribution of the three main functional grades: “prosauropod” (right), “broad-crowned” sauropods (top), and “narrow-crowned” sauropods (left). Taxa are plotted into the following grades: “basalmost Sauropodomorpha,” “basal plateosaurians,” “basal Sauropodiformes,” “basal Sauropoda”; and clades: Rebbachisauridae, Dicraeosauridae, Diplodocidae, Brachiosauridae, Euhelopodidae, and Titanosauria. Positions of exemplar taxa are labeled; skull illustrations accompany taxa listed in bold. Skulls are redrawn after the following sources: Eoraptor (Sereno et al. 2013); Plateosaurus (Button et al. 2016); Riojasaurus (Bonaparte and Pumares 1995); Shunosaurus (Chatterjee and Zheng 2002); Camarasaurus (Button et al. 2014); Brachiosaurus (Carpenter and Tidwell 1998); Rapetosaurus (Curry Rogers and Forster 2004); Nigersaurus (Sereno et al. 2007); and Kaatedocus (Tschopp and Mateus 2013). B, Phylogenetic biomechanical morphospace plot, featuring the supertree topology used herein projected onto the first two PC axes to illustrate functional trends. Strong shifts are observed between basalmost sauropodomorphs and plateosaurians; within non-sauropodiform sauropodomorphs, toward the base of Sauropoda; and in both Diplodocoidea and Titanosauriformes.

Figure 3

Table 2 Summary statistics of the first 31 PC axis scores.

Figure 4

Table 3 Results of npMANOVA testing of multivariate biomechanical morphospace separation of the sauropodomorph functional grades, using scores on the first 31 PC axes. Bonferroni-corrected p-values for each pairwise comparison are given; significant results (<0.05) are highlighted in bold.

Figure 5

Table 4 Results of npMANOVA testing of multivariate biomechanical morphospace separation of the sauropodomorph grades and higher-level clades, using scores on the first 31 PC axes. Bonferroni-corrected p-values for each pairwise comparison are given; significant results (<0.05) are highlighted in bold.

Figure 6

Table 5 npMANOVA results of separation on the first 31 PC axes, with subdivision of the Diplodocoidea into separate clades. Bonferroni-corrected p-values for each pairwise comparison are given; significant results (<0.05) are highlighted in bold.

Figure 7

Table 6 Results of npMANOVA test of significance of separation of multivariate biomechanical morphospace occupation through time. LT, Late Triassic; EJ, Early Jurassic; MJ, Middle Jurassic; LJ, Late Jurassic; EK, Early Cretaceous; LK, Late Cretaceous. Where uncertainty in dating led to taxon ranges crossing two time bins, two sets of pairwise comparisons were performed. For the first, these taxa were only included in the lower bin: Bonferroni-corrected p-values for these comparisons are given above in each cell. The second set of comparisons only included these taxa in the upper of the two time bins: results for these are given below, italicized and marked by an asterisk (*). Significant results are highlighted in bold.

Figure 8

Figure 3 Product of variances results for craniodental functional disparity, calculated from scores on the first 29 PC axes. Bars refer to 95% confidence intervals as calculated from bootstrapping with 1000 replicates. A, Comparison of total craniodental disparity of “prosauropod” and sauropod taxa. B, Comparison of total craniodental disparity exhibited by taxa of the “prosauropod,” “broad-crowned” sauropod, and “narrow-crowned” sauropod functional grades. Brachiosaurids were omitted from this analysis. C, Total sauropodomorph craniodental functional disparity through time. Results for other disparity metrics are given in Supplementary Section S4.

Figure 9

Figure 4 A, Partial craniodental functional disparity plotted through time for the following groups: “Prosauropoda” (non-sauropod sauropodomorphs), “broad-crowned” sauropods (non-neosauropods, Camarasaurus, and Euhelopus), rebbachisaurids, dicraeosaurids, diplodocids, brachiosaurids, and titanosaurs. Timescale given at the bottom. B, Scatter plot of body mass data used for this analysis through time. Body mass data were taken mostly from Benson et al. (2014), with some additions (see Supplementary Data), and plotted using the ‘Strap’ package (Bell and Lloyd 2015) in R. Points were plotted in the following groupings: “Prosauropoda: (non-sauropod sauropodomorphs), “Basal Sauropoda” (non-neosauropod sauropods), Diplodocoidea, and Macronaria.

Figure 10

Table 7 Summary statistics of Brownian motion (BM), Ornstein-Uhlenbeck (OU), early-burst (EB), Lambda, and Delta models fitted to scores on PC axes 1 and 2, which were treated as continuous characters, across 1000 trees. The metric reported in each case refers to: BM, Brownian variance; OU, α; Lambda, λ; Delta, δ; EB, the rate parameter, r. ΔAICc values refer to the mean difference between AICc scores for each model and the null Brownian motion model (so that a positive ΔAICc value refers to a more negative AICc score than that for Brownian motion) across the 1000 trees.

Figure 11

Table 8 Summary of the rate-shift analyses calculated across 1000 dated trees. The mean maximum likelihood (ML) rate-shift estimation across all results is given, as is the percentage of trees in which a significant rate-shift signal (exceeding the simulated AICc threshold vs. a null single-shift model) is observed.

Figure 12

Figure 5 Supertree topology with the position of shifts observed in >20% of trees indicated. Nodes associated with a shift are numbered, with branches in each regime colored. Numbers in boxes refer to the proportion of trees in which a shift at that point is observed. Numbered regime shifts are: 1. Riojasaurus; 2. Sauropodiformes; 3. Yunnanosaurus; 4. [Aardonyx+Sauropoda]; 5. Sauropoda; 6. [Atlasaurus+Neosauropoda]; 7. Diplodocoidea; 8. Diplodocidae; 9. Kaatedocus; 10. Macronaria; 11. Camarasaurus; 12. Titanosauria. For full results of SURFACE analysis, see Supplementary Data.

Figure 13

Figure 6 Best-performing tree under SURFACE analysis (ΔOU AICc=248.24). Evolutionary regimes are numbered; convergence to a common regime (here seen between Yunnanosaurus and Diplodocidae) indicated by reuse of the same number. Regime shifts are located at: 1. Sauropodomorpha; 2. Riojasaurus; 3. Yunnanosaurus; 4. Diplodocoidea [Aardonyx + Sauropoda]; 5. Sauropoda; 6. [Atlasaurus+Neosauropoda]; 7. Macronaria; 8. Titanosauria.

Figure 14

Figure 7 SURFACE results plotted onto PC1 and PC2. Large ovals refer to the positions of local optima in phylogenetic biomechanical morphospace. Regime 2 only contains the taxon Riojasaurus; hence it also represents a local optimum. Evolutionary regimes are numbered as in Fig. 6, with taxa colored according to regime.

Figure 15

Table 9 Summary statistics of SURFACE modeling across 100 dated trees. ΔBM AICc, improvement in AICc scores relative to a null Brownian motion “starting model”; ΔOU AICc, improvement relative to a single α OU process; total shifts, total number of shifts, with convergent shifts toward the same local optimum counted separately; conv. shifts, number of separate local optima resolved. The discrepancy between total shifts and conv. shifts is a measure of convergence; e.g., here three of the 11 identified shifts are convergent with respect to another regime, so only eight separate local optima are resolved. See Supplementary Material and online Supporting Data for the full results.