Location and study species
The experiment was carried out in a greenhouse (daily mean temperature of 30 ℃ and air humidity maintained at ~ 85% by ventilating fan) at Baimiao Experimental Station, Shandong University, China (36°23′10″ N, 120°36′44″ E). We selected two representative species for each of four plant families that commonly co-occur in the Yellow River Delta64: Gramineae (Eleusine indica (L.) Gaertn and Setaria viridis (L.) Beauv.); Chenopodiaceae (Suaeda glauca Bunge and Suaeda salsa (Linnaeus) Pallas); Compositae (Crepis bonii Gagnepain and Xanthium strumarium L.); and Fabaceae (Glycine soja Sieb. et Zucc. and Melilotus officinalis (L.) Pall.). We selected two plants per family because this allowed us to minimize genetic differences between the two types of low diversity plant community (see experimental design below). Seeds for each plant species were collected from the Yellow River Delta Field Experiment Station (37°51′9″ N, 118°48′53″ E) in September to October of 2020. All seeds were stored at 4 ℃ in a seed storage cabinet (CZ-300FC, TOP Instruments Ltd., China) until the experiment began.
Experimental design
Plant communities were established in planting boxes (52 cm long × 35 cm wide × 30 cm high) that contained a soil mixture comprising 18.5 kg of field soil from Shandong University Garden and 13.5 kg of peat growing medium. Coarse litter and stones were first removed from the field soil with a 5 mm sieve. In March 2021, seeds were planted at a depth of 2.5 mm following the experimental design described below. Each plant community was sown at a rate to produce ~ 1000 total sprouting seedlings, based on background germination rates measured prior to starting the experiment (Supplementary Methods, Table S1).
Plant communities were planted with two levels of plant diversity (high, low). The high diversity treatment included all eight plant species, whereas the low diversity treatment included four plant species, comprising one randomly selected plant species from each of the four families. To control for species selection effects, two different plant communities were used for the low diversity treatment, such that one low diversity community included E. indica, Su. glauca, C. bonii, and G. soja, and the other low diversity community included the other four plant species: Se. viridis, Su. salsa, X. strumarium and M. officinalis. Thus, there were three types of plant communities, with two levels of plant diversity. One month after seedling germination, each type of plant community was crossed with eleven global change treatments: nitrogen deposition, soil salinity, drought, plant invasion, grazing, oil pollution, plastics pollution, antibiotics pollution, heavy-metal pollution, pesticide pollution, and a control community where no treatments were applied. Details of the protocol for each global change treatment are described in Table 1 and the Supplementary Methods. In total there were 132 plant communities (3 plant community types × 11 global change treatments × 4 replicates). Each community was watered every two days except for those exposed to the drought treatment.
Table 1
Experimental design of each global change factors on low and high diversity community. Details of the protocol for each global change treatment are described in the Supplementary Methods.
Global change factors
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Experimental treatment
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Nitrogen deposition
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Added the equivalent of 100 kg N ha− 1 year− 1 to communities
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Soil salinity
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Added NaCl to increase soil salinity to 4.0 dS m− 1
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Drought
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Communities watered every four days, compared to every two days for the control treatment
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Plant invasion
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Transplanted 20 seedlings of invasive Erigeron canadensis after one month of growth
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Grazing
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Seedlings mown to 10 cm above the ground after one month of growth
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Oil pollution
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Added 25 g of petroleum hydrocarbon
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Plastics pollution
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Added 20 g of polycarbonate and 20 g of polystyrene
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Antibiotics pollution
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Added 0.575 g of amoxicillin, 0.075 g of norfloxacin, 0.145 g of erythromycin and 0.055 g of sulfadimidine
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Heavy metal pollution
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Added 7.536 g of Pb(CH3COO)2 (plumbum) and 15.625 g of CuSO4·5H2O (cuprum)
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Pesticide pollution
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Added 8 g of imidacloprid
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Measurement of ecosystem multifunctionality
To assess ecosystem multifunctionality, we first measured nine separate ecosystem functions in each community, including primary productivity, microbial biomass, nitrogen cycling, phosphorus cycling, carbon cycling, floral abundance, litter decomposition, crown interception, and soil enzyme activity. Measurement protocols are described in the Supplementary Methods.
We then used the average values method to quantify ecosystem multifunctionality65 (Table S2), following the methods of Maestre et al (2012)14.
$$Ecosystem multifunctionality=\frac{1}{F}\sum _{i=1}^{F}g\left(r\left({f}_{i}\right)\right)$$
\(F\) is the total number of ecosystem functions that were measured; \({f}_{i}\) is the measurement of a single ecosystem function i; \(r\) is the mathematical function to transform ecosystem function i to a positive value (see below); and \(g\)is the transformation to standardize the ecosystem function i. Data for ecosystem functions for which lower values reflect a more desirable aspect of the ecosystem (i.e., lower soil total nitrogen, nitrate, ammonium, and phosphorus content) were multiplied by − 1 (inverted around the 0 mean) to maintain directional change with other ecosystem functions, such that a decline from their desirable state corresponds to increasingly negative values66. This transformation allowed any general differences among communities in multifunctionality to be more easily assessed. All ecosystem function data were standardized by maximum transformation (all values in [0,1]), and these standardized data were then used to calculate the ecosystem multifunctionality metric.
Measurement of complementarity and selection effects
Complementarity effects occur when the net yield (i.e., biomass) in high diversity plant communities exceeds that predicted based on yield measured in low diversity plant communities, due to resource partitioning and positive interactions. Selection effects occur when species with higher-than-average yields in low diversity plant communities dominate the biomass of high diversity plant communities. To calculate complementarity and selection effects in our experiment, we used the additive partitioning method, following the approach of Loreau and Hector 17.
$$\varDelta Y={Y}_{O}-{Y}_{E}=N\stackrel{-}{\varDelta RY}\stackrel{-}{\varDelta M}-N\text{cov}\left(\varDelta RY,M\right)$$
$$\text{C}\text{o}\text{m}\text{p}\text{l}\text{e}\text{m}\text{e}\text{n}\text{t}\text{a}\text{r}\text{i}\text{t}\text{y} \text{e}\text{f}\text{f}\text{e}\text{c}\text{t}\text{s} = N\stackrel{-}{\varDelta RY}\stackrel{-}{\varDelta M}$$
Selection effects = \(N\text{cov}\left(\varDelta RY,M\right)\)\(=\)\(N\stackrel{-}{\varDelta RY}\stackrel{-}{M}-({Y}_{O}-{Y}_{E})\)
We first calculated the diversity effect in high diversity plant communities, which was the sum of the complementarity effect and selection effect. A positive diversity effect meant that the observed yield in high diversity plant communities (\({Y}_{0}\)) exceeded the “expected yield” (\({Y}_{E}\)) (i.e., \(\varDelta Y>0\)). Expected yield was calculated as the weighted (by the initial relative abundance of plants, i.e., the properties t of seed sown, in high diversity plant communities) average of the yields in low diversity plant communities. Complementarity effects were calculated by multiplying the number of community types in low plant diversity communities (\(N\)), the average deviation from expected yield of the plants in the high diversity plant communities (\(\stackrel{-}{\varDelta RY}\)), and the average yield of each type of low diversity plant community (\(\stackrel{-}{M}\)). A positive complementarity effect meant that the yield of plants in the high diversity plant community was higher than expected based on the weighted average yield in the corresponding low diversity plant community. Selection effects were estimated as the covariance between the yield of community types in low diversity plant communities and the change in relative yield in high diversity plant communities (i.e., \(N\text{cov}\left(\varDelta RY,M\right)\)), which could also be calculated as the difference between diversity effects and complementarity effects (i.e., \(N\stackrel{-}{\varDelta RY}\stackrel{-}{M}-\varDelta Y\)). A positive selection effect meant that species with higher-than-average yields in low diversity plant communities dominated the biomass of high diversity plant communities. Specifically, the calculation method for data from our experiment was as follows:
$${Y}_{0}={M}_{high}={M}_{high1}+{M}_{high2}$$
$${Y}_{E}=\frac{{M}_{low1}+{M}_{low2}}{N}$$
$$\stackrel{-}{M}=\frac{{M}_{low1}+{M}_{low2}}{N}$$
$$\stackrel{-}{\varDelta RY}=\frac{\left({M}_{high1}-{M}_{low1}\right)+\left({M}_{high2}-{M}_{low2}\right)}{N}$$
\({M}_{low1}\) and \({M}_{low2}\) represent aboveground biomass (total aboveground biomass of the four plant species) from the two types of low diversity plant communities. \({M}_{high1}\) and \({M}_{high2}\) represent aboveground biomass of the four plant species from the high diversity plant community that correspond to the same four plant species in the low diversity plant community. N was the number of community types that make up the low diversity plant communities, a constant of 2.
Measurement of niche width and overlap
We estimated niche width and niche overlap based on Levin’s niche width index44 and the Schoener niche overlap index45 using the “spaa” package67 in R (v 4.0.1)68 based on the relative abundance of plant species in each replicate at harvest.
$$Levin’s niche width index=\frac{1}{\sum _{\dot{j}=1}^{r}{\left({P}_{ij}\right)}^{2}}$$
$$Schoener niche overlap index=1-\frac{1}{2}\sum _{j=1}^{\gamma }\left|{P}_{ij}-{P}_{kj}\right|$$
\({P}_{ij}\) and \({P}_{kj}\) represent the relative abundance of species i and k in each replicate plant community in each treatment j.
Fungal community
To quantify the effects of global change factors and plant community diversity on the relative abundance of fungal plant pathogens, 25 g of soil was collected at harvest from 5–10 cm below the soil surface using a spade (sterilized in 75% ethanol) and following the five-point sampling method (five individual 5 g samples collected from points in a quincunx [i.e., at the community center and halfway towards each of the four corners] and then pooled together for analysis). Soil samples were stored at -80 ℃ until DNA extraction for fungal community analysis by high-throughput sequencing. The DNA extraction, library construction, and bioinformatic analysis protocols are described in detail in the Supplementary Methods. Fungal plant pathogens were identified from the fungal sequencing data by using a consistent approach to query the FUNGuild database of fungal functional guilds69: any taxa assigned as “probable” or “highly probable” plant pathogens were used for subsequent analyses, including taxa that also belonged to other guilds.
Measurement of response index to global change factors
We used a response index to represent the impacts of global change factors on ecosystem multifunctionality and other variables that were measured in our experiment:
Response index = ln(Xwith global change factor) – ln(Xwithout global change factors)
Where X represented measurements of ecosystem multifunctionality, niche width, niche overlap, the abundance of novel functional plants (see below) and the relative abundance of fungal plant pathogens. If the value of the response index was > 0, this meant that global change factors had a positive effect on the variable of interest. If the response index was < 0, this meant that global change factors had a negative effect. After calculation of the response index to each individual global change factor in low or high plant diversity communities, the response index data was averaged across all global change treatments to represent the average (overall) response index to global change factors for low and high diversity plant communities.
Statistical analysis
Response of ecosystem multifunctionality to global change factors in high and low diversity plant communities
To test whether the response index for overall and individual global change factors was different from 0, a series of one-sample t-tests with FDR (False Discovery Rate) correction were used. To test whether the impact of overall and individual global change factors on ecosystem multifunctionality differed between high and low diversity plant communities, we used multiple linear mixed models (e.g., response index for ecosystem multifunctionality ~ plant community diversity) with FDR correction. To account for the non-independence of low diversity plant communities of the same community type, we included community type (e.g., low diversity plant community 1, low diversity plant community 2, high diversity plant community) as a random effect. If the absolute value of the response index for one parameter was significantly higher for high than low diversity plant communities, we interpreted this as meaning that this parameter had greater sensitivity or reduced resistance to global change factors in high than low diversity plant communities (Fig. 1).
Mechanisms of diversity effects under global change factors
We assessed potential mechanisms that mediate the impact of plant diversity on the response of ecosystem multifunctionality to global change factors, including complementarity and selection effects. To test whether complementarity and selection effects differed between communities that were affected or unaffected by overall and individual global change factors, we again used a series of linear mixed models with FDR correction.
To identify novel functional plants, we obtained the minimally adequate set of species that impacted ecosystem multifunctionality with or without global change factors by using a stepwise AIC (Akaike Information Criterion) model selection approach to fit linear additive models to ecosystem multifunctionality, following Hector and Bagchi (2007)13. Two initial full models explaining ecosystem multifunctionality with or without global change factors contained main effects for all plant species. Each species was removed from the models in turn to obtain multiple models, for which AIC was calculated. The AIC values of the resulting models were compared, and the plant species whose exclusion led to the greatest improvement (reduction) in the AIC value was permanently removed from the model. This model selection process was repeated until dropping any of the remaining species increased AIC, at which point we considered that the minimally adequate model had been identified. This analysis was conducted using the “multifunc” package65, 70. Any plant species that differed between the two minimally adequate sets of species with and without global change factors were defined as novel functional plants that played an important role in ecosystem multifunctionality65. To test whether high and low diversity plant communities differed in how overall and individual global change factors impacted the response indexes of niche width, niche overlap, abundance of novel functional plants, and relative abundance of fungal plant pathogens, we again used a series of linear mixed models with FDR correction. Before the analyses, Kolmogorov-Smirnov and Levene tests were conducted to assess normality and homogeneity of residuals, respectively, and these assumptions were satisfied
Relationships between ecosystem multifunctionality and plant diversity with global change factors
To test hypothesized relationships among plant diversity, global change factors, and ecosystem multifunctionality (Extended Data Fig. 2), we used a piecewise structural equation model (SEM)71. In the SEM, communities subjected to global change factors were represented by 1, and communities without global change factors (i.e., control communities) were represented by 0. Because the abundance of novel functional plants and the relative abundance of fungal plant pathogens were identified as contributing to the resistance of ecosystem multifunctionality to global change factors, these variables were also included in the SEM. We hypothesized that global change factors and plant diversity would directly influence ecosystem multifunctionality, and would also have indirect effects via changes in the relative abundance of fungal plant pathogens and the abundance of novel functional plants. Non-significant relationships in the theoretical model (Extended Data Fig. 2) were removed to optimize model fit, which was presumed adequate with a non-significant χ2 test (P > 0.05), low root means square error of approximation (RMSEA < 0.08), and high comparative fit index (CFI > 0.90) in AMOS version 24.0 (Amos Development, Spring House, USA).