| Literature DB >> 29657967 |
Abstract
To improve predictions of ecosystem function in future environments, we need to integrate the ecological and environmental histories experienced by microbial communities with hydrobiogeochemistry across scales. A key issue is whether we can derive generalizable scaling relationships that describe this multiscale integration. There is a strong foundation for addressing these challenges. We have the ability to infer ecological history with null models and reveal impacts of environmental history through laboratory and field experimentation. Recent developments also provide opportunities to inform ecosystem models with targeted omics data. A major next step is coupling knowledge derived from such studies with multiscale modeling frameworks that are predictive under non-steady-state conditions. This is particularly true for systems spanning dynamic interfaces, which are often hot spots of hydrobiogeochemical function. We can advance predictive capabilities through a holistic perspective focused on the nexus of history, ecology, and hydrobiogeochemistry.Entities:
Keywords: biogeochemistry; ecological theory; ecosystem interfaces; historical contingency; hydrology; microbial communities; perturbation; resilience; scaling theory; succession
Year: 2018 PMID: 29657967 PMCID: PMC5895879 DOI: 10.1128/mSystems.00167-17
Source DB: PubMed Journal: mSystems ISSN: 2379-5077 Impact factor: 6.496
FIG 1 Conceptual overview of cross-scale connections among history, ecology, and hydrobiogeochemistry. The insets show a cross section of the subsurface below a stream (i.e., the hyporheic zone) under different hydrologic conditions, where green water and blue water represent groundwater and surface water, respectively. At the low-river stage (left inset), groundwater discharges and brings microbes from the aquifer (brown cells) into the hyporheic zone, resulting in an influence of dispersal. The low-river stage also causes pores to desaturate, which can spatially isolate organic carbon (green clumps) from microbial cells, and yet extracellular enzymes (black and red) continue to degrade particulate carbon into monomers that can accumulate. A rise in the river stage (right inset) causes groundwater-surface mixing, releases monomeric organic carbon, and increases the influence of selection. Ecologically similar taxa (same cell shapes) are thus selected for under mixed conditions, and biogeochemical function is elevated (not depicted). Hydrologic history therefore influences how systems respond ecologically and biogeochemically to a shift in hydrologic conditions. These interrelationships highlight the importance of the nexus among history, ecology, and hydrobiogeochemistry. A key issue is how processes at the scales shown in the insets impact hydrobiogeochemical function at the larger scales shown in the background. (Insets reproduced from reference 17.)
Glossary describing how terms are defined within this article, which may differ from definitions used elsewhere
| Term | Definition |
|---|---|
| Assembly processes | Factors that govern the abundance of taxa within any given point in space or time; often split into deterministic |
| Deterministic selection | A collection of biotic and abiotic assembly processes that cause systematic differences in the success of different |
| Dimensionless variables | Derived from the ratio of two variables that have the same units, whereby the resulting dimensionless numbers |
| Dispersal limitation | A low rate of exchange of individuals between any two points in space; when dispersal limitation is combined with |
| Earth system models | A class of simulation models that aim to model all major components of the integrated Earth system; often used to |
| Ecoevolutionary processes | The simultaneous operation of and feedback among factors influencing ecological (e.g., changes in relative |
| Ecological drift | The ecological equivalent of “genetic drift” whereby unpredictable changes in the abundances of taxa occur due to |
| Ecological succession | The progressive change in ecological conditions through time within a given spatial domain |
| Ecosystem function | Stocks and fluxes of energy and material within and through environmental systems; often conceptualized as |
| Homogeneous selection | Consistency through space or time in the factors that select for some taxa and against others; leads to the existence |
| Homogenizing dispersal | A high rate of exchange of individuals between two points in space; results in similar community compositions |
| Hydrobiogeochemistry | The coupling among hydrology, geochemistry, and the biological agents (e.g., microbes, plants) that directly or |
| Hydrobiogeochemical | Numerical models that represent coupled hydrobiogeochemical processes in order to understand and predict |
| Hydrologic inundation | Submersion of soils or sediments under a water column |
| Hyporheic zone | Spatial domain beneath and alongside running waters that is characterized by the mixing of surface water with |
| Metabolic scaling theory | A body of mathematical and conceptual constructs that link resource distribution networks within individuals to |
| Ecological null models | Randomization of ecological data to generate a pattern that is expected in the absence of specific ecological |
| Reaction network model | Mathematical model describing the progression of and coupling among biogeochemical reactions via a network |
| Source sink | A concept from population ecology in which one population of a given species can sustain itself and the dispersal |
| Species richness | The number of unique species (or, more generally, of taxa) found within a given spatial domain or period of time |
| Stochasticity | Changes in the abundance of taxa within an ecological community that are not due to biotically or abiotically |
| Variable selection | Heterogeneity through space or time in the factors that select for some taxa and against others; leads to |
FIG 2 Summary of the conceptual hypothesis that accounting for history significantly shifts predictions of function. (Left panel) In natural systems, there is a dynamic three-way coupling among ecological history, environmental history, and hydrobiogeochemical function. Major challenges are those of understanding that coupling and, in turn, representing it within dynamic, non-steady-state multiscale modeling frameworks. (Right panel) Given clear evidence for a strong influence of history on function, it is expected that accounting for the three-way coupling will shift model predictions of function under future environmental conditions. It is expected that predictions of mean conditions (solid lines) will change, especially following perturbations, and that uncertainty will be reduced (solid filled areas). This formulation is conceptual, and the function is not specified but is considered to represent any microbe-influenced biogeochemical rate that is also impacted by hydrology.
FIG 3 Null modeling approach for quantifying influences of assembly processes and connecting those processes to biogeochemical function. (a) In step 1, phylogenetic β-diversity is quantified with the beta-mean nearest taxon distance (β-MNTD) metric for all community pairs sampled within a given study system. The observed value (βMNTDobs) is compared to a null expectation when selection does not influence community assembly (βMNTDnull). The deviation is quantified as the beta nearest taxon index (βNTI) metric, with significance thresholds of −2 and +2. The fractions of pairwise comparisons falling below or above those thresholds indicate influences of deterministic selection. In step 2, the pairwise comparisons that were nonsignificant are evaluated with a second null model that uses Bray-Curtis dissimilarity. Observed values (B-Cobs) are compared to a null expectation when neither dispersal nor selection influences community assembly (B-Cnull). The deviation is quantified as the RCbray metric, with significance thresholds of −0.95 and +0.95. The fractions of pairwise comparisons falling below or above those thresholds indicate influences of dispersal. (b) The contour plot (modified from reference 16) shows how increasing influences of selection lead to increased biogeochemical rates and that increasing influences of dispersal decrease biogeochemical rates. The vertical dashed line indicates the minimal influence of dispersal.
FIG 4 Conceptual model linking environmental history to biogeochemical response following perturbation. Goldman et al. (19) proposed that in infrequently inundated sediments (yellow background), fungi (branching organisms) perform well (green) but are metabolically suppressed (orange) following reinundation (blue shading). Given their dominance in the community, metabolic suppression leads to lower system-scale CO2 flux (thin arrow). Sustained inundation may shift the community toward bacterial (rod shapes) dominance, as observed in sediments that are more frequently inundated (lower left inset). With sustained inundation, high CO2 flux (thick arrow) may be regained due to reorganization of the microbial community. The time scale required for this recovery and the dependence of that time scale on historical conditions represent major knowledge gaps, however. (Modified from reference 19.)