| Literature DB >> 28157197 |
Raphaël A Wittwer1, Brigitte Dorn2, Werner Jossi1, Marcel G A van der Heijden1.
Abstract
A major challenge for agriculture is to enhance productivity with minimum impact on the environment. Several studies indicate that cover crops could replace anthropogenic inputs and enhance crop productivity. However, so far, it is unclear if cover crop effects vary between different cropping systems, and direct comparisons among major arable production systems are rare. Here we compared the short-term effects of various cover crops on crop yield, nitrogen uptake, and weed infestation in four arable production systems (conventional cropping with intensive tillage and no-tillage; organic cropping with intensive tillage and reduced tillage). We hypothesized that cover cropping effects increase with decreasing management intensity. Our study demonstrated that cover crop effects on crop yield were highest in the organic system with reduced tillage (+24%), intermediate in the organic system with tillage (+13%) and in the conventional system with no tillage (+8%) and lowest in the conventional system with tillage (+2%). Our results indicate that cover crops are essential to maintaining a certain yield level when soil tillage intensity is reduced (e.g. under conservation agriculture), or when production is converted to organic agriculture. Thus, the inclusion of cover crops provides additional opportunities to increase the yield of lower intensity production systems and contribute to ecological intensification.Entities:
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Year: 2017 PMID: 28157197 PMCID: PMC5291223 DOI: 10.1038/srep41911
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Summary of management practices and management intensity of the four production systems in FAST (C-IT: Conventional intensive tillage, C-NT: Conventional no tillage, O-IT: Organic intensive tillage, O-RT Organic reduced tillage).
| Management practices | C-IT | C-NT | O-IT | O-RT | ||||
|---|---|---|---|---|---|---|---|---|
| Tillage | Plough (20 cm), Rotary harrow (5 cm) | — | Plough (20 cm), Rotary harrow (5 cm) | Disk harrow, Rotary harrow (<10cm) | ||||
| Weed control | Post-emergence herbicides | Glyphosate, Post-emergence herbicides | Mechanical (Harrow, hoe) | |||||
| Fertilization | Mineral (NH4-N/NO3-N) | Organic (cattle slurry) | ||||||
| Cover cropping | ||||||||
| Energy use (liter fuel ha−1 year−1) | 54 | 61 | 18 | 22 | 47 | 55 | 25 | 32 |
| relative scaling | ||||||||
| N supply (kg N ha−1 year−1) | 100 | 100 | 100 | 100 | 69 | 69 | 69 | 69 |
| relative scaling | ||||||||
| Pesticide (kg ha−1 active substance) | 2.7 | 2.7 | 5.6 | 5.6 | 0 | 0 | 0 | 0 |
| relative scaling | ||||||||
| | ||||||||
Management intensity is estimated for each production system using three anthropogenic input factors (Energy use, weed control, and fertilisation). These factors were also used in different studies evaluating agricultural land use intensity58,59. A detailed calculation is included in Supplementary Table S2 online.
*Energy use measured as l fuel per ha and year60. Includes primary tillage, seedbed preparation, sowing, fertilization, spraying, and mechanical weed control. Sowing (all systems) and mulching (except C-NT) were included as additional management operations for the cover crop treatments.
**Supply of plant available N in the organic systems is calculated as in the equation (1). It is assumed that all mineral-N supplied to the conventional system is available to plants.
***Pesticide measured as kg applied active substances per ha.
§Relative scaling of the input factors among the production systems was calculated relative to the highest value (=1), for the corresponding impact factor.
Statistical ANOVA output for the assessed variables in winter wheat and maize.
| Crop | Parameter | Experiment (E) | Block (E:B) | P. system (PS) | cover crop (CC) | PS × CC |
|---|---|---|---|---|---|---|
| Wheat | Yield | ns | ns | ns | ||
| Nconcentration | ns | ns | ||||
| Nuptake | ns | ns | ||||
| NeffCC | ns | ns | ns | ns | ||
| Weed cover in crop | ns | ns | ||||
| Cover crop biomass | ns | ns | ||||
| Weed biomass in CC | ns | ns | ||||
| Maize | Yield | ns | ||||
| Nconcentration | ||||||
| Nuptake | ns | |||||
| NeffCC | ns | ns | ns | |||
| Weed cover in crop | ns | ns | ns | ns | ||
| Cover crop biomass | ns | ns | ||||
| Weed biomass in CC | ns | ns | ns |
(F(df1,df2) values and significance level; df1: numerator degrees of freedom; df2: denominator degrees of freedom; ns: non-significant; °p < 0.1; *p < 0.05; **p < 0.01; ***p < 0.001). NeffCC: N effect of cover crop (see equation (3)). Significant effects of the various factors and treatments are in bold.
Figure 1Grain yield affected by production systems and cover crops.
Winter wheat (left) and maize (right), (mean ± standard errors, n = 8), (C-IT: Conventional intensive tillage, C-NT: Conventional no tillage, O-IT: Organic intensive tillage, O-RT Organic reduced tillage). Capital letters indicate significant differences among production system and lower case significant differences between cover crop treatments within each production system (Tukey-Test, α = 0.05, for statistical output see Table 2).
Figure 2Cover cropping to bare fallow yield response ratio in the different production systems for both crops together (A) and for wheat (B) and maize (C) (C-IT: Conventional intensive tillage, C-NT: Conventional no tillage, O-IT: Organic intensive tillage, O-RT Organic reduced tillage). Mean response ratios and 95% confidence intervals (CI) are shown (n = 8). Means are considered significantly different from bare fallow if their CIs are not overlapping 1.
Figure 3Grain yield (sum of wheat and maize) as a function of management intensity (production system) and cover crop treatments.
(Mean ± standard errors, n = 8). The management intensity is derived from Table 1. The grey area shows the potential of cover crops for ecological intensification for each of the four production systems as a function of decreasing management intensity.
Figure 4Linear correlation between cover crop biomass and weed biomass.
(All data, n = 256, r2 = 0.48, p < 0.001).
Figure 5N effect from cover crop on the N uptake of maize (NeffCC) in the different production systems.
(mean ± standard errors, n = 8, NeffCC calculation see equation (3)), (C-IT: Conventional intensive tillage, C-NT: Conventional no tillage, O-IT: Organic intensive tillage, O-RT Organic reduced tillage).
Figure 6Correlations between the standardized yield of wheat and maize and weed cover (r2 = 0.29***) and N supply (r2 = 0.48***).
Yield values for wheat and maize were standardized across both experiments (FAST I and FAST II) using the z-score to evaluate general effects independently from yield differences among crops and experiments (see materials and methods for N supply estimation). C-IT: Conventional intensive tillage, C-NT: Conventional no tillage, O-IT: Organic intensive tillage, O-RT Organic reduced tillage.