Precipitation variability can bias estimates of ecological controls on ecosystem productivity response to precipitation change
Data files
Jul 18, 2024 version files 1.11 MB
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Andales_2006_Precip.mat
496 B
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Andales_2006.mat
488 B
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Bai_2004_Precip.mat
584 B
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Bai_2004_SiteA.mat
584 B
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Data001.mat
720 B
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hsu_data.mat
2.82 KB
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hsu_data.txt
3.18 KB
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hsu_results_fAI_q.mat
1.10 MB
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precip-ANPP-curves-readme.txt
2.03 KB
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README.md
2.26 KB
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Smoliak.mat
356 B
Abstract
Annual vegetation aboveground net primary productivity (ANPP) exhibits a nonlinear dependence on annual precipitation. A common pattern of nonlinearity, called asymmetry, arises when productivity responses in wet years are larger than declines in dry years. To-date, ANPP asymmetry has been attributed primarily to vegetation water stress, an internal ecosystem response to precipitation and soil water availability. However, when quantified via the asymmetry index (AI) estimated from productivity measurements, the asymmetry can be a sampling artifact that arises from a positively skewed annual precipitation distribution. In this paper, we aimed to separate the sampling effect (from external precipitation variability) from the nonlinear response of the system (the internal ecosystem dynamics). We constructed a probabilistic model that integrates the precipitation distribution with the precipitation-productivity response curve (PPT-ANPP curve), derived using empirical formulae and a process-based soil water balance model. The model was used to derive the probability density function of AI and to attribute its shape to the PPT distribution and the PPT-ANPP response curve. The models were compared to data from 47 grasslands. Results demonstrated that positively skewed precipitation produces a positive AI as a statistical artifact. The nonlinear ecosystem PPT-ANPP dependence can further enhance or dampen this statistical artifact. In all sites, the precipitation skew highly affected the probability of correctly identifying asymmetry using AI. Observed negative asymmetry arises from a larger soil water holding capacity, and positive asymmetry from plant water stress. More robust statistical indicators of nonlinear ecological responses to climate variability are needed to improve ecosystem forecasts.
https://doi.org/10.5061/dryad.r7sqv9scz
Precipitation variability can bias estimates of ecological controls on ecosystem productivity response to precipitation change
Parolari and Paschalis (2021), Ecohydrology, doi:10.1002/eco.2384
DATA FILES
* Precipitation and Above-ground Net Primary Productivity (ANPP) data are contained described in the following references:
Andales, A. A., Derner, J. D., Ahuja, L. R., & Hart, R. H. (2006). Strategic and tactical prediction of forage production in northern mixed-grass prairie. Rangeland Ecology and Management, 59(6). https://doi.org/10.2111/06-001R1.1
Bai, Y., Han, X., Wu, J., Chen, Z., & Li, L. (2004). Ecosystem stability and compensatory effects in the Inner Mongolia grassland. Nature, 431(7005). https://doi.org/10.1038/nature02850
Bai, Y. F., Li, L. H., Huang, J. H., & Chen, Z. Z. (2001). The influence of plant diversity and functional composition on ecosystem stability of four Stipa communities in the inner Mongolia Plateau. Acta Botanica Sinica, 43(3).
Knapp, A. K., Ciais, P., & Smith, M. D. (2017). Reconciling inconsistencies in precipitation–productivity relationships: implications for climate change. New Phytologist, 214(1), 41–47. https://doi.org/10.1111/nph.14381
Smoliak, S. (1986). Influence of Climatic Conditions on Production of Stipa-Bouteloua Prairie over a 50-Year Period. Journal of Range Management, 39(2). https://doi.org/10.2307/3899276
* Precipitation - ANPP models previously developed for the case study sites by Hsu et al. (2012) are summarized in the file hsu_data.txt:
Hsu, J. S., Powell, J., & Adler, P. B. (2012). Sensitivity of mean annual primary production to precipitation. Global Change Biology, 18(7), 2246–2255. https://doi.org/10.1111/j.1365-2486.2012.02687.x
DATA AND MODEL ANALYSIS
* Run paper figure files in order:
Figure2_AI_distributions.m
Figure3to5_partition_Hsu_etal.m
Figure4_asymmetry_examples.m
Figure6_Konza_Prairie_example.m
Figure7_Konza_AI_distribution.m
Figure8_Konza_Prairie_model.m
Figure9_AI_sensitivity.m
Figure10_drought_sensitivity.m