| Literature DB >> 31695875 |
Zhe-Xuan Fan1, Bao-Ming Chen1, Hui-Xuan Liao1, Guo-Hao Zhou1, Shao-Lin Peng1,2.
Abstract
Herbivory tolerance can offset the negative effects of herbivory on plants and plays an important role in both immigration and population establishment. Biomass reallocation is an important potential mechanism of herbivory tolerance. To understand how biomass allocation affects plant herbivory tolerance, it is necessary to distinguish the biomass allocations resulting from environmental gradients or plant growth. There is generally a tight balance between the amounts of biomass invested in different organs, which must be analyzed by means of an allometric model. The allometric exponent is not affected by individual growth and can reflect the changes in biomass allocation patterns of different parts. Therefore, the allometric exponent was chosen to study the relationship between biomass allocation pattern and herbivory tolerance. We selected four species (Wedelia chinensis, Wedelia trilobata, Merremia hederacea, and Mikania micrantha), two of which are invasive species and two of which are accompanying native species, and established three herbivory levels (0%, 25% and 50%) to compare differences in allometry. The biomass allocation in stems was negatively correlated with herbivory tolerance, while that in leaves was positively correlated with herbivory tolerance. Furthermore, the stability of the allometric exponent was related to tolerance, indicating that plants with the ability to maintain their biomass allocation patterns are more tolerant than those without this ability, and the tendency to allocate biomass to leaves rather than to stems or roots helps increase this tolerance. The allometric exponent was used to remove the effects of individual development on allocation pattern, allowing the relationship between biomass allocation and herbivory tolerance to be more accurately explored. This research used an allometric model to fit the nonlinear process of biomass partitioning during the growth and development of plants and provides a new understanding of the relationship between biomass allocation and herbivory tolerance.Entities:
Keywords: allometric exponent; biomass allocation; herbivory tolerance
Year: 2019 PMID: 31695875 PMCID: PMC6822029 DOI: 10.1002/ece3.5651
Source DB: PubMed Journal: Ecol Evol ISSN: 2045-7758 Impact factor: 2.912
Figure 1Comparison of the tolerance scores for four species; each bar represents the average tolerance score of two levels for one species. A two‐factor linear mixed model was used to assess the species and herbivore levels (95% confidence interval)
Allometric relationship between log (leaf, root, stem) and log (whole‐plant biomass) for individuals of four species, b is the of slope two various (allometry exponent)
| Leaf | Stem | Root | |||||||
|---|---|---|---|---|---|---|---|---|---|
|
| 95% CI | Slope_test_ |
| 95% CI | Slope_test_ |
| 95% CI | Slope_test_ | |
|
| 0.851752 | 0.798–0.9092 | <.001 | 1.408047 | 1.3534–1.465 | <.001 | 0.786724 | 0.7186–0.8614 | <.001 |
|
| 0.958229 | 0.9045–1.0151 | <.001 | 1.17728 | 1.132–1.2244 | <.001 | 0.856711 | 0.7556–0.9714 | .0164 |
|
| 1.264302 | 1.0363–1.5424 | <.001 | 0.998536 | 0.9324–1.0693 | .9661 | 0.873701 | 0.7729–0.9877 | .0313 |
|
| 1.20412 | 1.1334–1.2793 | <.001 | 1.104046 | 1.0391–1.1730 | .0017 | 0.911154 | 0.8183–1.0145 | .0889 |
Individuals in the undamaged groups were not included in the analysis.
Figure 2Values of allometric exponent and slope in different defoliation level. Bars represent the allometric exponent (slope)/ratio for the parts and whole plants to leaves, roots, and stems between damaged and undamaged groups for four species
Figure 3Correlations between tolerance (difference between the biomass of damaged and undamaged plants) and the allometric relationship ratios of plant parts and whole plants to leaves, roots, and stems for four species. b is the of slope two various (allometry exponent), the each point represents the mean response of the tolerance and allometric slope for each defoliation level of a single species. Solid line represents there are significant differences for test of the regression, dashed line represents there is no significant difference for test of the regression