Towards pairing plot and field scale measurements in managed ecosystems: Using eddy covariance to cross-validate CO2 fluxes modeled from manual chamber campaigns

•Simultaneous measurements of CO2 fluxes with manual chambers and eddy covariance.•Comparison and cross-validation for two cropping periods (rapeseed, winter wheat).•Different setups for modeling fluxes from chamber campaigns incl. neural networks.•Uncertainty of ±175 g C m−2 on annual net CO2 purel...

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Vydané v:Agricultural and forest meteorology Ročník 256-257; s. 362 - 378
Hlavní autori: Lucas-Moffat, Antje M., Huth, Vytas, Augustin, Jürgen, Brümmer, Christian, Herbst, Mathias, Kutsch, Werner L.
Médium: Journal Article
Jazyk:English
Vydavateľské údaje: Elsevier B.V 15.06.2018
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ISSN:0168-1923, 1873-2240
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Shrnutí:•Simultaneous measurements of CO2 fluxes with manual chambers and eddy covariance.•Comparison and cross-validation for two cropping periods (rapeseed, winter wheat).•Different setups for modeling fluxes from chamber campaigns incl. neural networks.•Uncertainty of ±175 g C m−2 on annual net CO2 purely from campaign modeling.•Increased number of campaigns significantly reduced sensitivity to single campaigns. Manual chamber campaigns are a versatile method to study management effects at plot scale in factorial experiments. The eddy covariance technique has the advantage of continuous measurements but it requires large homogeneous areas. By pairing the two techniques, the uncertainties of the CO2 fluxes modeled from the chamber campaigns can be quantified through cross-validation with the continuous eddy covariance data. This is particularly important in managed ecosystems with high temporal dynamics. At our agricultural site in Northern Germany, we installed both techniques in parallel for two crop cultivation periods, winter oilseed rape in 2012/13 and winter wheat in 2013/14. First, we compared measured net CO2 exchange (NEE) obtained from the closed chambers with the corresponding half-hourly fluxes from the eddy covariance technique. Despite largely different footprints and measurement windows, the measured fluxes were highly correlated (R2 = 0.83 in 2012/13 und R2 = 0.93 in 2013/14). Interpolating from chamber campaigns to the entire measurement period is commonly performed by modeling half-hourly fluxes based on non-linear regressions for photosynthesis and respiration. These modeled fluxes were compared to the fluxes measured with the eddy covariance technique. To understand the observed differences, we performed five modeling setups: 1) Non-linear regressions based algorithm with default settings, 2) non-linear regressions with expert settings, 3) purely empirical modeling with artificial neural networks, 4) cross-validation using eddy covariance measurements as campaign fluxes on original campaign days, and 5) cross-validation on weekly campaign days. The modeled seasonal course of daily NEE agreed well with the eddy covariance measurements for all five setups (R2 from 0.77 to 0.92) but with periods of systematic offsets in the range of ±5 g C m−2 day−1. Though the pattern of the offsets was different, all setups had comparable root mean square errors around 1.5 g C m−2 day-1 despite having opposite limitations. Cross-validation by simulating campaigns with artificial gaps from the continuous eddy dataset in setup 4) and 5) resulted in bias errors of around 0.4 g C m−2 day−1. This translates to a total uncertainty on annual NEE of around ±175 g C m−2 a−1 purely from the modeling, i.e. the interpolation in-between campaigns. By leave-one-campaign-out scenarios, the sensitivity to single campaigns was examined. The mean effect on the annual total was higher for setup 4 (30 g C m−2) with the original number of campaigns than for setup 5 (9 g C m−2) with four times more campaigns. Furthermore, the interpolation in-between the campaigns can be improved by deriving vegetation proxies from the continuous eddy covariance measurements, such as an effective green area index (GAI) presented herein.
Bibliografia:ObjectType-Article-1
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content type line 23
ISSN:0168-1923
1873-2240
DOI:10.1016/j.agrformet.2018.01.023