| Literature DB >> 34714680 |
Jacob M Jungers1, Yi Yang2,3,4, Christopher W Fernandez1, Forest Isbell5, Clarence Lehman5, Don Wyse1, Craig Sheaffer1.
Abstract
Relationships between species diversity, productivity, temporal stability of productivity, and plant invasion have been well documented in grasslands, and these relationships could translate to improved agricultural sustainability. However, few studies have explored these relationships in agricultural contexts where fertility and weeds are managed. Using 7 years of biomass yield and species composition data from 12 species mixture treatments varying in native species diversity, we found that species richness increased yield and interannual yield stability by reducing weed abundance. Stability was driven by yield as opposed to temporal variability of yield. Nitrogen fertilization increased yield but at the expense of yield stability. We show how relationships between diversity, species asynchrony, invasion, productivity, and stability observed in natural grasslands can extend into managed agricultural systems. Increasing bioenergy crop diversity can improve farmer economics via increased yield, reduced yield variability, and reduced inputs for weed control, thus promoting perennial vegetation on agricultural lands.Entities:
Year: 2021 PMID: 34714680 PMCID: PMC8555906 DOI: 10.1126/sciadv.abg8531
Source DB: PubMed Journal: Sci Adv ISSN: 2375-2548 Impact factor: 14.136
Fig. 1.Variation in monthly temperature, precipitation, and soil type.
Violin plots showing variability in mean daily temperature by month (A) and mean total monthly precipitation by month (B) across nine experimental locations and 7 years. Soil classification of each experimental site by sand, silt, and clay fraction (C). Points on the soil texture classification chart are proportional to the crop productivity index, a measure of soil fertility ranging from 0 to 100 (see Materials and Methods for details). Additional geographic and soil information can be found in table S1.
Analysis of variance results of response variables related to stability as affected by planted species richness, nitrogen, year, and their interactions.
Numbers in bold font indicate statistical significance (P < 0.05). P values followed by “+” indicate a positive and “−“indicate a negative relationship between main effects and response variables. Interactions are explained in the text.
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| Planted richness (PR) |
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| 0.605 |
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| Nitrogen (N) |
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| 0.861 | 0.715 |
| Year (Y)§ |
| 0.088 |
| NA | NA | NA |
| N × PR | 0.182 | 0.244 |
| 0.987 | 0.273 | 0.984 |
| PR × Y |
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| NA | NA | NA |
| N × Y | 0.148 |
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| NA | NA | NA |
| N × PR × Y | 0.309 | 0.349 | 0.085 | NA | NA | NA |
*Response variable square root transformed.
†Results from analysis of deviance test for zero-inflated negative binomial model regression model.
‡Response log transformed.
§Year as a source of variability, and all interactions between year and other sources of variability, are not applicable (NA) for response variables estimated over time.
Fig. 2.Structural equation model results.
Structural equation model results testing the relationships between observed species richness and nitrogen fertilization on species asynchrony and weed abundance, as well as their relationships between the two components of yield stability, yield and temporal variability of yield. Dashed lines indicate nonsignificant standardized path coefficients (P > 0.05), while red and blue solid lines indicate significant negative and positive (P < 0.05) standardized path coefficients, respectively. R2 values adjacent to each variable indicate the variance explained by the model for each respective variable.
Fig. 3.Relationships between temporal stability and plant community characteristics.
Relationship between mean observed species richness (A), asynchrony (B), and weed abundance (C) on log-transformed temporal stability. Points are values from individual experimental units (n = 648) and colored coded by location (n = 9). The solid line indicates the estimated temporal stability value based on the x axis value as predicted by the linear mixed effects models described in Materials and Methods.
Fig. 4.Relationship between planted species richness and both the mean yield (μ) and temporal variability of yield (σd).
Open circles represent mean yield values, and filled circles represent temporal variability of yield (g m−2) from unfertilized (A) and fertilized (B) experimental units (n = 324 for each fertilization treatment). Points are colored by location and jittered along the x axis to improve visualization. Solid lines represent estimated mean yield, and dashed lines represents estimated variability of yield from linear mixed effects models.