TY - JOUR
T1 - A method to estimate the additional uncertainty in gap-filled NEE resulting from long gaps in the CO2 flux record
AU - Richardson, Andrew D.
AU - Hollinger, David Y.
N1 - Funding Information:
The authors thank Antje Moffat for organizing, and the Max Planck Institute for Biogeochemistry for sponsoring, the Jena Gap Filling Workshop held in September, 2006. Dario Papale is thanked for compiling the Carboeurope data set, and site PIs Marc Aubinet (Vielsalm), Werner Kutch (Hainich), André Granier (Hesse), Serge Rambal (Puechabon) and Ricardo Valentini (Roccarespampani) are thanked for making their data available. The Howland AmeriFlux site is supported by the Office of Science (BER), U.S. Department of Energy, Interagency Agreement No. NE-AI02-07ER64355. Howland flux data are available at http://public.ornl.gov/ameriflux/ subject to AmeriFlux “Fair-use” rules.
PY - 2007/12/10
Y1 - 2007/12/10
N2 - Missing values in any data set create problems for researchers. The process by which missing values are replaced, and the data set is made complete, is generally referred to as imputation. Within the eddy flux community, the term "gap filling" is more commonly applied. A major challenge is that random errors in measured data result in uncertainty in the gap-filled values. In the context of eddy covariance flux records, filling long gaps (days to weeks), which are usually the result of instrument malfunction or system failure, is especially difficult because underlying properties of the ecosystem may change over time, resulting in additional uncertainties. We used synthetic data sets, derived by assimilating data from a range of FLUXNET sites into a simple ecosystem model, to evaluate the relationship between gap length and uncertainty in net ecosystem exchange (NEE) of CO2. Uncertainty always increased with gap length and there were seasonal patterns in this relationship. These patterns varied among ecosystem types, but were similar within the same ecosystem type (e.g., deciduous forests). In general, gaps of ∼3 weeks during the winter dormant season resulted in little additional uncertainty at any of the sites studied. At worst (i.e., during spring green-up in a deciduous forest) a week-long gap could result in an additional uncertainty of roughly ±30 g C m-2 year-1 (at 95% confidence). This uncertainty adds to the roughly ±30 g C m-2 year-1 (at 95% confidence) uncertainty that arises from random measurement error. Unlike uncertainties due to random error, long gap uncertainties can be minimized through vigilance and a rapid response to system failure. Some strategies for reducing the occurrence of long gaps are discussed.
AB - Missing values in any data set create problems for researchers. The process by which missing values are replaced, and the data set is made complete, is generally referred to as imputation. Within the eddy flux community, the term "gap filling" is more commonly applied. A major challenge is that random errors in measured data result in uncertainty in the gap-filled values. In the context of eddy covariance flux records, filling long gaps (days to weeks), which are usually the result of instrument malfunction or system failure, is especially difficult because underlying properties of the ecosystem may change over time, resulting in additional uncertainties. We used synthetic data sets, derived by assimilating data from a range of FLUXNET sites into a simple ecosystem model, to evaluate the relationship between gap length and uncertainty in net ecosystem exchange (NEE) of CO2. Uncertainty always increased with gap length and there were seasonal patterns in this relationship. These patterns varied among ecosystem types, but were similar within the same ecosystem type (e.g., deciduous forests). In general, gaps of ∼3 weeks during the winter dormant season resulted in little additional uncertainty at any of the sites studied. At worst (i.e., during spring green-up in a deciduous forest) a week-long gap could result in an additional uncertainty of roughly ±30 g C m-2 year-1 (at 95% confidence). This uncertainty adds to the roughly ±30 g C m-2 year-1 (at 95% confidence) uncertainty that arises from random measurement error. Unlike uncertainties due to random error, long gap uncertainties can be minimized through vigilance and a rapid response to system failure. Some strategies for reducing the occurrence of long gaps are discussed.
KW - Data assimilation
KW - Ecosystem physiology
KW - Eddy covariance
KW - Gap filling
KW - Howland
KW - Monte Carlo
KW - Phenology
KW - Random error
KW - Uncertainty
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U2 - 10.1016/j.agrformet.2007.06.004
DO - 10.1016/j.agrformet.2007.06.004
M3 - Article
AN - SCOPUS:35349002216
SN - 0168-1923
VL - 147
SP - 199
EP - 208
JO - Agricultural and Forest Meteorology
JF - Agricultural and Forest Meteorology
IS - 3-4
ER -