| Literature DB >> 31226157 |
Melissa L McKee1, Dana L Royer1, Helen M Poulos2.
Abstract
In many woody dicot plant species, colder temperatures correlate with a greater degree of leaf dissection and with larger and more abundant leaf teeth (the serrated edges along margins). The measurement of site-mean characteristics of leaf size and shape (physiognomy), including leaf dissection and tooth morphology, has been an important paleoclimate tool for over a century. These physiognomic-based climate proxies require that all woody dicot plants at a site, regardless of species, change their leaf shape rapidly and predictably in response to temperature. Here we experimentally test these assumptions by growing five woody species in growth cabinets under two temperatures (17 and 25°C). In keeping with global site-based patterns, plants tend to develop more dissected leaves with more abundant and larger leaf teeth in the cool treatment. Overall, this upholds the assumption that leaf shape responds in a particular direction to temperature change. The assumption that leaf shape variables respond to temperature in the same way regardless of species did not hold because the responses varied by species. Leaf physiognomic models for inferring paleoclimate should take into account these species-specific responses.Entities:
Mesh:
Year: 2019 PMID: 31226157 PMCID: PMC6588257 DOI: 10.1371/journal.pone.0218884
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Physiognomic variables and definitions.
| Variable | Definition |
|---|---|
| | |
| Number of teeth | Total number of primary and secondarya teeth |
| Number of teeth / internal perimeter | Total number of teeth / internal perimeter (perimeter of leaf after leaf teeth are removed) (cm-1) |
| Number of teeth / blade area | Total number of teeth / blade area (cm-2) |
| | |
| Tooth area | Total area of teeth (cm2) |
| Average tooth area | Tooth area / number of primary teeth (cm2) |
| Tooth area / internal perimeter | Tooth area / internal perimeter (cm) |
| Tooth area / blade area | Tooth area / blade area (dimensionless) |
| | |
| Circularity | 4π × [leaf area / (leaf perimeter)2] (dimensionless) |
| Perimeter ratio | Leaf perimeter / leaf internal perimeter (dimensionless) |
| Feret diameter ratio | Feret diameter (diameter of a circle with the same area as the leaf) / major length (longest measured line across the leaf blade) (dimensionless) |
| Fractal dimension | Degree of an object’s boundary fragmentation over multiple scales (dimensionless) |
Global patterns [6] predict a negative correlation with mean annual temperature for all variables except circularity.
a Secondary teeth are teeth that are located on larger, primary teeth [19].
Fig 1Sensitivity of tooth abundance variables to temperature.
(A-C) Comparisons of the species grown in the growth cabinet experiment for tooth abundance variables. Values are means ± 1 s.e.m. * indicates a significant difference (P < 0.05) based on estimated marginal means (see Materials and Methods). Global site-based patterns [6] would predict higher values in the cool treatment for all variables. (D) Representative leaves from species in this experiment that show significant differences in tooth abundance between the two treatments. Scale bar = 1 cm.
Fig 2Sensitivity of tooth size variables to temperature.
(A-D) Comparisons of the species grown in the growth cabinet experiment for tooth size variables. Values are means ± 1 s.e.m. * indicates a significant difference (P < 0.05) based on estimated marginal means (see Materials and Methods). Global site-based patterns [6] would predict higher values in the cool treatment for all variables. (E) Representative leaves from species in this experiment that show significant differences in tooth size between the two treatments. Scale bar = 1 cm.
Fig 3Sensitivity of leaf dissection variables to temperature.
(A-D) Comparisons of the species grown in the growth cabinet experiment for leaf dissection variables. Values are means ± 1 s.e.m. * indicates a significant difference (P < 0.05) based on estimated marginal means (see Materials and Methods). Global site-based patterns [6] would predict higher values in the cool treatment for perimeter ratio, feret diameter ratio, and fractal dimension; and lower values for circularity. (E) Representative leaves from species in this experiment that show significant differences in leaf dissection between the two treatments. Scale bar = 1 cm.