| Literature DB >> 35003149 |
Michael Opoku Adomako1,2, Wei Xue1, Sergio Roiloa3, Qian Zhang1,4, Dao-Lin Du2, Fei-Hai Yu1.
Abstract
Soil heterogeneity (uneven distribution of soil nutrients and/or other properties) is ubiquitous in nature and can greatly affect plant growth. As earthworm activity can influence nutrient redistribution in the soil, we hypothesize that earthworms may alter the effect of soil heterogeneity on plant growth and this effect may depend on the scale of soil heterogeneity. To test these hypotheses, we grew the clonal grass Leymus chinensis in three soil treatments (heterogeneous large vs. heterogeneous small patch vs. homogeneous soil treatment) with or without earthworms [i.e., Eisenia fetida Savigny (Lumbricidae, epigeic redworm)]. In the heterogeneous treatments, the soil consisted of patches with and without 15N-labeled litter (referred to as high- and low-quality patches, respectively), and in the homogeneous treatment, the soil was an even mixture of the two types of soil patches. Biomass of L. chinensis was significantly higher in the high- than in the low-quality patches, showing the foraging response; this foraging response occurred at both scales and under both earthworm treatments. Compared to the homogeneous treatment, the heterogeneous large patch treatment increased biomass of L. chinensis without earthworms, but decreased it with earthworms. In contrast, biomass of L. chinensis in the heterogeneous small patch treatment did not differ from that in the homogeneous treatment, irrespective of earthworms. Belowground biomass was much greater in the heterogeneous small than in the heterogeneous large patch treatment without earthworms, but it did not differ between these two scale treatments with earthworms. In the heterogeneous treatments, soil 15N was greater in the high- than in the low-quality patches, but this effect became much weaker with than without earthworms, suggesting that earthworm activity homogenized the soil. We conclude that earthworms can change the impact of soil heterogeneity on plant growth via homogenizing the soil, and that this effect of earthworms varies with patch scale. Such scale-dependent interactive effects of soil heterogeneity and earthworms could be a potential mechanism modulating plant community structure and productivity.Entities:
Keywords: 15N-labeled litter; Leymus chinensis; clonal plant; environmental heterogeneity; foraging response; patch scale
Year: 2021 PMID: 35003149 PMCID: PMC8732864 DOI: 10.3389/fpls.2021.735495
Source DB: PubMed Journal: Front Plant Sci ISSN: 1664-462X Impact factor: 5.753
Figure 1Schematic representation of the experimental design. The experiment consisted of three soil treatments (homogeneous vs. heterogeneous small patch vs. heterogeneous large patch) crossed with two earthworm treatments (with vs. without Eisenia fetida). The heterogenous treatments consisted of high-quality patches with 15N-labeled litter and low-quality patches without the litter and the homogenous treatments were a even mixture of the high- and the low-quality patches; thus, the nutrients and substrate were exactly the same at the whole pot level for all treatments. Each pot was divided into four large patches (quadrants) in the large patch treatments and eight small patches in the small patch treatments. A mother (initial) ramet of Leymus chinensis were grown in the middle of each pot.
Results of ANOVAs for effects of soil treatment (homogeneous vs. heterogeneous small vs. heterogeneous large scale), earthworm (with vs. without) and their interactions on total, aboveground and belowground mass of Leymus chinensis at the whole pot level.
| Effect | DF | Total mass | Aboveground mass | Belowground mass |
|---|---|---|---|---|
| Soil treatment (S) | 2, 30 |
| 0.6ns |
|
| Earthworm (E) | 1, 30 |
|
| 0.3 |
| S × E | 2, 30 |
|
|
|
F values and significance levels (.
Figure 2(A) Total, (B) aboveground, and (C) belowground mass of Leymus chinensis under the homogeneous, heterogeneous small patch and heterogeneous large patch treatments with or without earthworms. Mean ± SE (n = 6) are given. Different letters indicate significant difference within each earthworm treatment (by Tukey test).
Results of ANOVAs for effects of soil treatment (homogeneous vs. heterogeneous small vs. heterogeneous large scale), earthworm (with vs. without) and patch quality (with vs. without added litter) and their interactions on total, aboveground and belowground mass of offspring ramets of Leymus chinensis and 15N atomic percentage and N concentration in soil at the patch level.
| Effect | DF | Total mass | Aboveground mass | Belowground mass | Soil 15N |
|---|---|---|---|---|---|
|
| |||||
| Soil treatment (S) | 2, 30 |
|
| 1.3ns | 1.0ns |
| Earthworm (E) | 1, 30 |
| 2.6ns | 2.0ns |
|
| S × E | 2, 30 |
| 2.1ns |
| 0.2ns |
|
| |||||
| Patch quality (Q) | 1, 30 |
|
|
|
|
| S × Q | 2, 30 |
|
|
|
|
| E × Q | 1, 30 | 2.2ns | 0.9ns | 1.1ns |
|
| S × E × Q | 2, 30 | 1.3ns | 0.7ns |
|
|
Data were logarithmically transformed before analysis. F values and significance levels (.
Figure 3(A) Total, (B) aboveground, and (C) belowground mass of offspring ramets of Leymus chinensis in the high- and low-quality patches in the heterogeneous small patch and large patch treatments and in the imagined high- and low-quality patches in the homogeneous treatments with or without earthworms. Mean ± SE (n = 6) are given. Symbols above pairs of bars shows significance levels (***p < 0.001, **p < 0.01, < 0.05 and nsp > 0.05; by linear contrast).
Figure 4Soil 15N in the high- and low-quality patches in the heterogeneous small patch and large patch treatments and in the imagined high- and low-quality patches in the homogeneous treatments with and without earthworms. Mean ± SE (n = 6) are given. Symbols above pairs of bars shows levels of differences between the high- and low-quality patches (***p < 0.001, **p < 0.01, < 0.05 and nsp > 0.05; by linear contrast).
Figure 5Changes in number (A) and freeze-dry weight (B) of earthworms in the homogeneous, heterogeneous large patch and heterogeneous small patch treatments. Mean ± SE (n = 6) and χ2 and values of p of Kruskal–Wallis rank test are given.