| Literature DB >> 31406164 |
Jordan Bestwick1, David M Unwin2, Mark A Purnell3.
Abstract
Reptiles are key components of modern ecosystems, yet for many species detailed characterisations of their diets are lacking. Data currently used in dietary reconstructions are limited either to the last few meals or to proxy records of average diet over temporal scales of months to years, providing only coarse indications of trophic level(s). Proxies that record information over weeks to months would allow more accurate reconstructions of reptile diets and better predictions of how ecosystems might respond to global change drivers. Here, we apply dental microwear textural analysis (DMTA) to dietary guilds encompassing both archosaurian and lepidosaurian reptiles, demonstrating its value as a tool for characterising diets over temporal scales of weeks to months. DMTA, involving analysis of the three-dimensional, sub-micrometre scale textures created on tooth surfaces by interactions with food, reveals that the teeth of reptiles with diets dominated by invertebrates, particularly invertebrates with hard exoskeletons (e.g. beetles and snails), exhibit rougher microwear textures than reptiles with vertebrate-dominated diets. Teeth of fish-feeding reptiles exhibit the smoothest textures of all guilds. These results demonstrate the efficacy of DMTA as a dietary proxy in taxa from across the phylogenetic range of extant reptiles. This method is applicable to extant taxa (living or museum specimens) and extinct reptiles, providing new insights into past, present and future ecosystems.Entities:
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Year: 2019 PMID: 31406164 PMCID: PMC6690991 DOI: 10.1038/s41598-019-48154-9
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Figure 1Examples of scale-limited reptile tooth surfaces for each dietary guild. (a) ‘Softer’ invertebrate consumer (Varanus prasinus). (b) Piscivore (Gavialis gangeticus). (c) Carnivore (Varanus salvator). (d) ‘Harder’ invertebrate consumer (Crocodylus acutus). (e) Omnivore (Varanus olivaceus). Measured areas are 146 × 110 µm in size. Topographic scale in micrometres. Numbers within brackets denote Leicester IFM sample numbers.
Definition, description, and categorization of the International Organisation for Standardisation (ISO) 3D texture parameters that correlate with PC axes.
| Parameter | Unit | Def inition | ||
|---|---|---|---|---|
| Sq | µm | Root-Mean-Square height of surface | height | Sq, root mean square of height, provides an overall measure of the height of the texture comprising the surface |
| Sp | µm | Maximum peak height of surface | height | Sp, the height of the highest peak, tends not to be reliable as an indicator of overall surface texture, as it is based on only one peak, which could reflect a single point. |
| Sz | µm | Maximum height of surface | height | Sz, the maximum height of the surface, is calculated by subtracting the maximum valley depth from the peak height |
| Sa | µm | Average height of surface | height | Sa, the average height of the surface, provides an overall measure of the height of the texture comprising the surface |
| S5z | µm | 10 point height of surface | feature | S5z is the average value of the 5 highest peaks and the 5 deepest valleys, providing a measure of extremes of height |
| Sds | 1/mm2 | Density of summits. Number of summits per unit area making up the surface | hybrid | Increases in Sds indicate that peaks above the core material make up a greater proportion of the surface |
| Ssc | 1/µm | Mean summit curvature for peak structures | Increases in Ssc indicate that peaks above the core material have more rounded summits | |
| Sk | µm | Core roughness depth, Height of the core material | material ratio | The vertical distance between the low and high limits of the core material (defined as outlined in table caption and Fig. |
| Spk | µm | Mean height of the peaks above the core material | material ratio | Spk is the mean height of peaks above the top of the core, with high values indicating a surface composed of high peaks |
| Svk | µm | Mean depth of the valleys below the core material | material ratio | Spk is the mean depth of valleys below the base of the core, with high values indicating a surface composed of deep valleys |
| Smr1 | % | Surface bearing area ratio (the proportion of the surface which consists of peaks above the core material) | material ratio | The percentage of the surface that is composed of the peaks that are higher than the top of the core. |
| Smr2 | % | Surface bearing area ratio (the proportion of the surface which would carry the load) | material ratio | The percentage of the surface that is composed of the valleys that are lower than the base of the core. |
| Vmp | µm3/mm2 | Material volume of the peaks of the surface | volume | The volume of material contained within peaks that make up the highest 10% of the surface |
| Vmc | µm3/mm2 | Material volume of the core of the surface | volume | The volume of the material making up the surface, excluding peaks (the highest 10%) and valleys (lowest 20% of the surface). ‘Core’ in the context of volume parameters is not defined in the same way as core for material ratio parameters. |
| Vvc | µm3/mm2 | Void volume of the core of the surface | volume | The volume of the voids within the ‘core’ of the surface, the core excluding peaks (the highest 10%) and valleys (lowest 20% of the surface). |
| Vvv | µm3/mm2 | Void volume of the valleys of the surface | volume | The volume of voids contained within valleys that make up the lowest 20% of the surface. |
Many parameters are derived from the areal material ratio curve; a cumulative probability density function derived from the scale-limited tooth surface by plotting the cumulative percentage of the tooth surface against height. Fig. S2 provides a graphical explanation. The peaks, valleys and core material of tooth surfaces are defined on the basis of this curve: parts of the surface that are higher or lower than the core are defined as peaks and valleys respectively. A full listing of parameter definitions is provided in Table S2.
ANOVA results (4 d.p) of ISO texture parameters between reptile dietary guilds.
| Parameter | d.f | ||
|---|---|---|---|
| Sq | 2.5649 | 0.0435 | 4, 90 |
| Sku | 1.678 | 0.162 | 4, 90 |
| Sp | 2.2435 | 0.0705 | 4, 90 |
| Sv | 1.345 | 0.2595 | 4, 90 |
| Sz | 1.7548 | 0.145 | 4, 90 |
|
| |||
| Str | 1.9465 | 0.1096 | 4, 90 |
| Sdq | 1.1949 | 0.3186 | 4, 90 |
| Ssc | 2.6308 | 0.0394 | 4, 90 |
| Sdr | 1.2601 | 0.2916 | 4, 90 |
|
| |||
| Vmc | 1.5956 | 0.1823 | 4, 90 |
| Vvc | 2.3298 | 0.062 | 4, 90 |
| Vvv | 1.2956 | 0.2778 | 4, 90 |
|
| |||
| Sk | 1.8817 | 0.1205 | 4, 90 |
| Svk | 1.6775 | 0.1621 | 4, 90 |
|
| |||
| Smr2 | 1.6954 | 0.158 | 4, 90 |
| S5z | 1.0669 | 0.3776 | 4, 90 |
| Sa | 2.0288 | 0.097 | 4, 90 |
Data log transformed and scale limited using 5th order polynomial and robust Gaussian filter. Texture parameters exhibiting significant differences after application of the Benjamini-Hochberg procedure shown in bold.
Figure 2Reptile dietary discrimination. Principal Component Analysis (PCA) of the four ISO texture parameters (Spk, Sds, Vmp and Smr1) that distinguish reptile dietary guilds. (a–e) indicate the examples of scale limited textures illustrated in Fig. 1. Arrows show significant correlations of dietary characteristics along PC axes 1 and 2. For full parameter definitions and details of all dietary correlations along PC axes 1 and 2, see the Supplementary Information.