Data on carbon fraction in subsoil under forest published by the DFG research group SUBSOM.
As a part of the DFG-funded research unit SUBSOM (FOR1806; see http://www.subsom.de/index.php?id=36), Patrick Liebmann (University of Hannover) and colleagues studied the contribution of litter-derived carbon (C) in the formation of subsoil organic matter (OM). The dataset shows the results from an extensive field labeling approach using 13C-enriched litter in a northern German beech forest. Soil core sampling at two time points, density fractionation, and water extractions were used to track its contribution to different functional OM fractions down to the deep subsoil (> 100 cm). The scientists could show that while migrating down the soil profile, OM undergoes a sequence of repeated sorption, microbial processing, and desorption. However, the contribution of litter-derived C to subsoil OM is small.
The dataset consists of three parts (https://doi.org/10.20387/BONARES-HZGX-GB9S, https://doi.org/10.20387/BONARES-69H2-56Q9, https://doi.org/10.20387/BONARES-DNDW-5T58).
The manuscript was recently accepted for the journal Biogeosciences and will be published in due course (Preprint: https://doi.org/10.5194/bg-2019-465).
![](data:image/png;base64,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)
© P. Liebmann