| Literature DB >> 34782624 |
Avery P Hill1, Christopher B Field2,3.
Abstract
Due to climate change, plant populations experience environmental conditions to which they are not adapted. Our understanding of the next century's vegetation geography depends on the distance, direction, and rate at which plant distributions shift in response to a changing climate. In this study we test the sensitivity of tree range shifts (measured as the difference between seedling and mature tree ranges in climate space) to wildfire occurrence, using 74,069 Forest Inventory Analysis plots across nine states in the western United States. Wildfire significantly increased the seedling-only range displacement for 2 of the 8 tree species in which seedling-only plots were displaced from tree-plus-seedling plots in the same direction with and without recent fire. The direction of climatic displacement was consistent with that expected for warmer and drier conditions. The greater seedling-only range displacement observed across burned plots suggests that fire can accelerate climate-related range shifts and that fire and fire management will play a role in the rate of vegetation redistribution in response to climate change.Entities:
Mesh:
Year: 2021 PMID: 34782624 PMCID: PMC8594433 DOI: 10.1038/s41467-021-26838-z
Source DB: PubMed Journal: Nat Commun ISSN: 2041-1723 Impact factor: 14.919
Fig. 1Map of the study area.
The Northwestern Forested Mountains and Marine West Coast Forest ecoregions (thin gray outline) of the northwestern continental United States determined the extent of the FIA plots (green points) that were sourced. Larger and darker points represent areas that were sampled at a greater geographic density. Source data are provided as a Source Data file.
Fig. 2A synthesized example of the SORD vector-direction comparison methodology.
After scaling the environmental variables across the study area, we plotted the SORD vectors (exemplified here by and ) with the initial point of each vector at the centroid of the source population and the terminal point of each vector at the centroid of the seedling-only population (a). We then translocated the vectors to the origin and found the angle θ between them (b) and calculated the cosine of θ which is equivalent to , i.e., the component of the normalized that lies along normalized (c).
Summary of the sample sizes and SORD vector agreement values that were used to determine the species included in further analysis.
| Number of plots | ||||||||
|---|---|---|---|---|---|---|---|---|
| Burned | Unburned | SORD vector agreement | ||||||
| Trees & seedlings (BT) | Seedlings only (BS) | Trees & seedlings (UT) | Seedlings only (US) | Large tree & saplings (UG) | Saplings only (UJ) | Between life stages (US-UT vs. UJ-UG) (%) | Burned vs. unburned (BS-BT vs. US-UT) (%) | |
| 27 | 25 | 452 | 539 | 134 | 869 | 82.6–92.7 | 95.0–98.2 | |
| 67 | 23 | 3122 | 772 | 3395 | 3277 | 69.9–85.1 | 97.2–83.8 | |
| 23 | 7 | 843 | 430 | 721 | 1071 | 51.7–83.7 | 50.4–82.8 | |
| 230 | 28 | 3701 | 340 | 3536 | 7107 | 68.6–89.2 | 75.8–89.2 | |
| 115 | 30 | 2932 | 473 | 5273 | 2868 | 80.7–100 | 60.7–100 | |
| 350 | 29 | 10659 | 952 | 16088 | 5857 | 92.3–95.5 | 87.0–100 | |
| 149 | 43 | 1182 | 408 | 533 | 966 | 83.9–99.9 | 76.4–100 | |
| 43 | 6 | 553 | 136 | 644 | 749 | 73.4–100 | 63.5–100 | |
The agreement between different sets of SORD vectors where 100% indicates that the vectors share the same direction, and 0% indicates that the angle between vectors are greater than 90° include the standard error calculated from 5000 bootstraps.
Summary of the SORD metrics.
| Centroid distance | Difference in centroid distance ( | |||||
|---|---|---|---|---|---|---|
| Burned | Unburned | Burned | Unburned | Mean | 95% CI | |
| 0.518* | 0.641* | 0.592 | 0.677* | −0.148 | (−0.795, 0.176) | |
| 0.369* | 0.751* | 0.508† | 0.375* | 0.132 | (−0.246, 0.406) | |
| 0.320 | 0.768* | 0.294 | 0.234* | 0.0600 | (−0.416, 0.204) | |
| 0.534 | 0.692* | 0.308 | 0.314* | −0.00600 | (−0.356, 0.201) | |
| 0.498 | 0.680* | 0.616* | 0.198* | 0.418 | (−0.0870, 0.724) | |
| 0.421* | 0.704* | 1.095* | 0.592* | 0.504* | (0.012, 0.964) | |
| 0.688* | 0.852* | 0.714* | 0.282* | 0.432* | (0.109, 0.724) | |
| 0.574 | 0.825* | 0.641† | 0.194* | 0.447 | (−0.242, 0.916) | |
The sample sizes used to produce these metrics are found in Table 1. Values appended with * or † indicate statistically significant evidence of SORD (p < 0.05 and p < 0.1, respectively), where the null hypothesis of no SORD corresponds to Schoener’s D = 1 and centroid distance = 0 (Chrysolepis chrysophylla: p = 0.0199, p = 0.00398, pCentroid Distance,Burned = 0.200, pCentroid Distance,Unburned < 2.20e−16; Picea engelmannii: p = 0.00398, p = 0.00398, pCentroid Distance,Burned = 0.0864, pCentroid Distance,Unburned < 2.20e−16; Pinus albicaulis: p = 0.462, p = 0.00398, pCentroid Distance,Burned = 0.372, pCentroid Distance,Unburned = 6.66e−16; Pinus contorta: p = 0.251, p = 0.00398, pCentroid Distance,Burned = 0.251, pCentroid Distance,Unburned < 2.20e−16; Pinus ponderosa: p,Burned = 0.131, p,Unburned = 0.00398, pCentroid Distance,Burned = 1.13e−4, pCentroid Distance,Unburned = 9.10e−10; Pseudotsuga menziesii: p,Burned = 0.00398, p,Unburned = 0.00398, pCentroid Distance,Burned = 6.42e−4, pCentroid Distance,Unburned < 2.20e−16; Quercus chrysolepis: p,Burned = 0.00398, p,Unburned = 0.00398, pCentroid Distance,Burned = 9.08e−6, pCentroid Distance,Unburned = 1.65e−7; Quercus kelloggii: p,Burned = 0.725, p,Unburned = 0.0159, pCentroid Distance,Burned = 0.00847, pCentroid Distance,Unburned = 0.00156). Lower values of Schoener’s D and greater Centroid Distance suggest greater SORD. CDB–CDU is the result of subtracting the Centroid Distance in unburned samples by the Centroid Distance in burned samples, where the null hypothesis is that CDB–CDU = 0 and wildfire occurrence does not impact SORD. Statistical significance for this metric was calculated using a two-sided bootstrap test. Superscripts appended to the names of species indicate adaptations that facilitate post-fire regeneration, where R denotes resprouting capabilities and ˢ denotes serotiny. See the discussion section for consideration on post-fire regeneration adaptations and observed SORD.
Schoener’s D and centroid distance were tested for statistical significance using the one-sided niche equivalency test and two-sided Hotelling’s T2 test, respectively.
Fig. 3PCA of Climatic Niche Differences for Pseudotsuga menziesii and Quercus chrysolepis.
PCA plot of the climatic niches of seedling-only and tree-plus-seedling plots of the two species where SORD is greater in burned areas (Table 2). PC1 and PC2 explain 84.5% of the variation across all 4 climate variables. Centroids are shown as large points. Similar PCA plots for all species can be found in Supplementary Fig. 1. Source data are provided as a Source Data file.
Fig. 4The climatic components of SORD most impacted by wildfire occurrence, separated by wildfire history, and aggregated across species.
The plot includes results for all species that share the direction of a statistically significant difference (two-sided t-test, p < 0.05) between seedling-only (n = 1806) and tree-plus-seedling (n = 5654) populations in unburned plots. The species included are: Chrysolepis chrysophylla, Pinus ponderosa, Pseudotsuga menziesii, Quercus chrysolepis, and Quercus kelloggii. Boxplots include the median line, a box denoting the interquartile range, and whiskers showing values ± 1.5x the interquartile range. This figure demonstrates that while these five species show a trend in unburned seedling-only plots towards lower mean temperature of the warmest month and higher mean summer precipitation, the difference in burned plots is greater (p < 0.01). Climate variables were standardized by dividing the values by their root-mean-squares. Multiple linear regression was used to quantify the difference in SORDs between burned and unburned samples. Supplementary Fig. 3 shows this analysis across the full suite of climate variables, including those where the difference between the SORDs of burned and unburned samples were not statistically significant. Source data are provided as a Source Data file.
Fig. 5Recent climate change over the study area.
Difference between average 1981–2010 climate and average 1961–1990 climate across the study area (ngrid-cells = 886,911), showing 95% confidence interval and range (standardized by Z score). Boxplots include the median line, a box denoting the interquartile range, whiskers denoting values ± 1.5x the interquartile range, and points denoting all outliers. Changes in all climate variables were statistically significant (two-sided t-test, with p < 2.2e−16 for each climate variable). The temperature variables increased at a greater magnitude than the precipitation variables decreased. Source data are provided as a Source Data file.