Full text: Mesures physiques et signatures en télédétection

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COMPARISON AT GLOBAL SCALE OF C02 CONCENTRATION 
MEASUREMENTS WITH RESULT OF A TERRESTRIAL BIOSPHERE MODEL 
DRIVEN BY REMOTE SENSING: 
SOME TEACHINGS ABOUT THE REQUIRED QUALITY OF SATELLITE DATA. 
By P.MAISONGRANDE 1 , A.RUIMY 2 , G.DEDIEU 1 and B.SAUGIER 2 
1 Laboratoire dEtudes et de Recherches en Télédétection Spatiale, 
Unité mixte CNES-CNRS, 18 avenue Edouard Belin, 31055 Toulouse Cedex, France 
2 Laboratoire dEcologie Végétale, Université de Paris Sud-C.N.R.S., Bât 362, 91405 Orsay, France. 
ABSTRACT 
The terrestrial biosphere acts in the global carbon cycle through the process of Net Ecosystem Productivity 
(NEP) which is the balance of vegetation Net Primary Productivity (NPP) and heterotrophic decomposition. 
The model of NPP is based on a parametric model derived from the Monteith's approach (1977), where PAR 
absorption coefficient is derived from the Normalized Difference Vegetation Index ( NDV1 ). This preliminary 
study is focused on the sensitivity of model results to the quality of remotely sensed data. It is especially 
important to distinguish NPP (or NEP) temporal variations resulting from the actual changes of the vegetation 
and artefacts due to satellite measurements. As far as this distinction is possible, we also tried to quantify the 
impact of atmospheric corrections on NDVI, NPP and NEP. This approach allows us to estimate the influence 
of atmospheric decontamination when comparing cumulated NEP fluxes with regard to the in situ atmospheric 
C02 concentration measurements. 
KEYWORDS : Primary productivity, Satellite, Atmospheric correction, Vegetation. 
1- INTRODUCTION 
In this paper, we present global estimates of Gross Primary Productivity (.GPP), NPP and NEP of terrestrial 
ecosystem as derived from a diagnostic model driven by satellite measurements. We specifically address the 
impact of satellite data quality on seasonal and interannual productivity estimates. Our ability to accurately 
monitor NEP globally and for long time period is of paramount importance to better understand the role of 
terrestrial ecosystems in the global carbon cycle and its possible evolution. 
Net Ecosystem Productivity is the balance of NPP and heterotrophic decomposition (soil 
respiration, SR). NPP, the rate of carbon uptake by the vegetation, is the balance between GPP and autotrophic 
respiration. These processes are driven by climatic variables such as solar radiation, temperature, precipitation. 
The model for GPP, NPP and NEP that we use in this analysis is based on a parametric model derived from 
Monteith's NPP model (1972, 1977), and K umar and Monteith's (1981) model for remote sensing of crop 
growth : NPP is computed as the product of incident solar radiation by various efficiencies, the efficiency of 
solar radiation absorption being related to a satellite-derived vegetation index. It has been first used on a global 
scale by Heimann and Keeling (1989). The main advantage of this approach is that the use of satellite-derived 
vegetation index impose strong constraints on the temporal and spatial evolution of NPP estimates. 
We applied Monteith's model to GPP and we computed autotrophic respiration independently. 
Indeed, plant GPP and respiration are primarily driven by different climatic variables : GPP depends 
essentially on solar radiation, while respiration is mainly driven by temperature. The model has been run for 6 
years (1986-1991) using NOAA-AVHRR Global Vegetation Index (GV1 product, Tarpley et al., 1984). 
For these years, estimates of NEP are compared with measurements of CO2 concentrations in 
the atmosphere. This qualitative comparisons give us some indications about the ability of the model to 
simulate spatial, seasonal and interannual variations of NEP fluxes. We also attempted to distinguish temporal 
variations due to satellite data quality from those resulting from actual change in vegetation productivity. As far 
as this distinction is possible, we tried to quantify the impact of atmospheric correction on NDVI, NPP and 
NEP.
	        
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