4.7 Article

Multivariate conditional stochastic simulation of soil heterotrophic respiration at plot scale

期刊

GEODERMA
卷 160, 期 1, 页码 74-82

出版社

ELSEVIER SCIENCE BV
DOI: 10.1016/j.geoderma.2009.11.018

关键词

CO(2); Carbon dioxide; Random field; Bare soil; Field scale; Spatial variability; External drift kriging

资金

  1. Deutsche Forschungsgemeinschaft (DEG) [SFB/TR 32]

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Soil heterotrophic respiration fluxes at plot scale exhibit substantial spatial and temporal variability. Within this study secondary information was used to spatially predict heterotrophic respiration. Chamber-based measurements of heterotrophic respiration fluxes were repeated for 15 measurement campaigns within a bare 13 x 14 m(2) soil plot. Soil water contents and temperatures were measured simultaneously with the same spatial and temporal resolution. Further, we used measurements of soil organic carbon content and apparent electrical conductivity as well as the prior measurement of the target variable. The previous variables were used as co-variates in a stepwise multiple linear regression analysis to spatially predict bare soil respiration. In particular the prior measurement of the target variable, the soil water content and the apparent electrical conductivity, showed a certain, even though limited, predictive power. In the first step we applied external drift kriging and regression kriging to determine the improvement of using co-variates in an estimation procedure in comparison to ordinary kriging. The improvement using co-variates ranged between 40 and 1% for a single measurement campaign. The difference in improving the prediction of respiration fluxes between external drift kriging and regression kriging was marginal. In a second step we applied sequential Gaussian simulations conditioned with external drift kriging to generate more realistic spatial patterns of heterotrophic respiration at plot scale. Compared to the estimation approaches the conditional stochastic simulations revealed a significantly improved reproduction of the probability density function and the semi-variogram of the original point data. (C) 2009 Elsevier B.V. All rights reserved.

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