Performing Department
Agronomy
Non Technical Summary
In face of global climate change, productive, resilient, and stable agricultural systems are needed to endure increasingly frequent climatic crisis. Resilience is defined as the ability to withstand a crisis, and stability as the minimal long term variability in productivity. The goal of this project is to quantify and understand resilience and stability at three different scales in agricultural systems: a) at the genetic level (cultivars), b) at the plant community level (forage mixtures), and c) at the cropping system level (crop rotations). Mixed models analyses will be performed on long term datasets: a) alfalfa and grasses variety trials, b) forage mixtures experiments, and c) the Wisconsin Integrated Cropping Systems Trial. Quantitative measures for resilience and stability will be calculated. Cultivars, species combinations, and crop rotations which optimize resilience, stability and productivity will be identified. Hypotheses for a positive relationship between resilience and stability with specific level traits will be tested, including cultivar (e.g., disease resistance, cold tolerance), community (e.g., species and functional diversity and composition), and cropping systems (e.g., diversity, perenniality, management) traits. Results will inform farmers, plant breeders, and agronomists to develop systems more resilient to climate change and more profitable over the long term.
Animal Health Component
0%
Research Effort Categories
Basic
0%
Applied
100%
Developmental
0%
Goals / Objectives
The main goal of this project is to provide methodological tools to study the stability and resilience of agricultural systems, in order to identify cultivars, species mixtures, and cropping systems that optimize these long term features. From a broad agroecological perspective, this project aims to identify the relationship and potential trade-offs between productivity, stability and resilience across agricultural systems scales, from cultivars to cropping systems.Objective 1. To identify forage cultivars that maximize resilience and stability, to identify cultivar traits associated with resilience and stability, and to study the relationship between productivity, stability and resilience at the cultivar level.Objective 2. To identify forage species mixtures that maximize resilience and stability, to identify forage mixture properties associated with resilience and stability, and to study the relationship between productivity, stability and resilience at the community level. Objective 3. To identify crop rotations that maximize resilience and stability, to study the relationship between crop rotation diversity and perenniality to resilience and stability, and to study the relationship between productivity, stability and resilience at the agroecosystem level.
Project Methods
Objective 1. Materials: The largest database of alfalfa cultivar trials was compiled by Dr. Dan Undersander at the University of Wisconsin-Madison, spanning between 1995 to 2013 across 12 states in the Midwest and Northeast United States and Canada, comprising 1,430 trials, 1,035 cultivars, and 28,070 data points. Cultivars are characterized by forage yield (productivity), multiple diseases and pest resistance, fall dormancy, and winter survival scores. Each cultivar was evaluated an average of 4 years. For this objective, we will use this database as the first step. Additionally, we will compile a database of other forage species trials, mainly forage grasses (e.g., Orchardgrass, tall fescue, meadow fescue, intermediate wheatgrass). This would require contacting individual breeders across the US, obtain datasets, and sometimes digitalizing databases that are not in digital format (e.g., historic farm bulletins).Variable operational definitions: The study of long term features of cultivars, is based on the distinction between "normal" and "crisis" years for each location. A crisis year for one location is the year in the historical series with minimum yield that coincides with a climatic stress (for instance, severe drought, identified from http://www.ncdc.noaa.gov/cag/). Normal years are all the other years in the series. Productivity is defined as the mean yield of each cultivar for each location, across all "normal years"; the higher the mean yield, the more productive is the cultivar. Stability is defined as the productivity divided by its standard error. Therefore, the lower the variability relative to the mean, the higher the stability, and the more stable is the cultivar. Resilience (R, Figure 3) is:R = (A / B) *100where, A is the yield in the crisis year (minimum yield of the series) and B is the productivity (mean of the normal years). Therefore, the higher the yield in the crisis year, expressed as percent of the productivity, the higher the resilience of that cultivar.Statistical Analyses: In order to calculate the values of productivity, stability and resilience, the following mixed model will be fit:Yield = Cultivar + Age + Trial + Location + Year + Location´Year + Location´Cultivar + Location´Cultivar´Yearwhere cultivar is the forage cultivar, age is the age of the stand (from 2 to 4 years), trial is the experiment, location is the site, and year is the calendar year that the harvest was conducted. All effects are fixed, except for trial which is random.In order to test the first hypothesis, the consistent differences will be observed on stability and resilience of different cultivars across similar sites, productivity, stability and resilience values for each cultivar in each location will be analyzed with an ANOVA, with the following mixed model: Y = Cultivar + Trial + Location + Cultivar´Location, where Y is the variable analyzed (productivity, stability, or resilience), cultivar is the forage cultivar (fixed effect), trial is the experiment (random effect), and location is the site (fixed effect). Multiple comparisons test for means of each cultivar and location will be performed to identify the cultivar with better performance in each variable. In order to test the second hypothesis that cultivars with increased tolerance to biotic and abiotic stresses (disease resistance, cold tolerance) will have higher stability and resilience, simple linear regressions will be performed of stability and resilience on disease and winter survival scores (traits that are specific of each cultivar). Finally, in order to test the third hypothesis that cultivar productivity will not be significantly associated with stability or resilience, simple linear regressions between productivity, stability, and resilience will be also fit for each location.Objective 2. Materials: A database of forage mixtures experiments across the US will be compiled, in collaboration with forage researchers from Universities and USDA. This would require an effort of contacting individual researchers across the US, obtaining the datasets, and adjusting formatting and variables in a consistent way. Some of the datasets which have already been confirmed are the ones form Picasso et al (2011), and Sanderson et al (2005, 2012). These datasets provide a basis for the analyses, but more datasets will be included.Statistical Analyses: In order to test the first hypothesis, that consistent differences will be observed on stability and resilience of different mixtures across similar sites, productivity, stability and resilience values for each cultivar in each location will be analyzed with an ANOVA, with the following mixed model: Y = Mixture + Trial + Rep (Trial) + Location + Mixture´Location, where Y is the variable analyzed (productivity, stability, or resilience), mixture is the forage mixture (fixed effect), trial is the experiment (random effect), rep is the replication nested in trial (random effect) and location is the site (fixed effect). Multiple comparisons test for means of each mixtures and location will be performed to identify the mixture with better performance in each variable. In order to test the second hypothesis that grass-legume mixtures will be more resilient and stable than monocultures contrasts will be estimated. Finally, in order to test the third hypothesis that mixture productivity will not be significantly associated with stability or resilience, simple linear regressions between productivity, stability, and resilience will be also calculated for each location.Objecitve 3. Materials: The Wisconsin Integrated Cropping Systems Trial (WICST) at the University of Wisconsin - Madison, was established in 1989 in response to farmers and others concerns for long-term research on low-input farming. WICST goal is to research on the productivity, profitability and environmental impacts of crop rotations with contrasting management. Over the past 26 years, WICST generated a large database on 60 acres of land at the UW-Madison Arlington Agricultural Research Station comparing conventional and organic cash grain and dairy forage systems, with various levels of diversity and perenniality (Sanford et al, 2012). The WICST 26 years of yield data will be used as primary database for this third objective. As part of the project, other long term crop rotation experiments in the region will be considered and other datasets added to the analyses.Statistical Analyses: In order to test the first hypothesis, that consistent differences will be observed on stability and resilience of different crop rotations, productivity, stability and resilience values for each crop in each rotation will be analyzed with an ANOVA, with the following mixed model: Y = Rotation + Rep, where Y is the variable analyzed (productivity, stability, or resilience), rotation is the crop rotation (fixed effect), rep is the replication (random effect). Multiple comparisons test for means of each mixtures and location will be performed to identify the rotation with better performance in each variable. In order to test the second hypothesis that rotations with higher diversity and perenniality will be more resilient and stable than annual monocultures contrasts will be estimated. Finally, in order to test the third hypothesis that crop productivity will not be significantly associated with stability or resilience, simple linear regressions between productivity, stability, and resilience will be also calculated.