Abstract:
In order to better apply the light energy utilization model in subtropical evergreen coniferous forest areas, take Qianyanzhou, Taihe County, Jiangxi Province as an example, using satellite remote sensing data(GLASS LAI leaf area index product data set) from 2003 to 2005, MODIS surface reflectance product data set(MOD09 A1) and MODIS GPP product(MOD17 A2)) and China Terrestrial Ecosystem Flux Research Network(ChinaFLUX) the flux observation data of evergreen coniferous forests in Qianyanzhou, fraction of absorbed photosynthetically active radiation(FPAR), 7 kinds of moisture limitation factors(f
θ) and 3 kinds of temperature limitation factors(f
t) in the 13 different energy efficiency models were reconstructed. A better model combination was obtained by comparing the coefficient of determination and the root mean square error(RMSE) of the flux station observations with the estimated values of 273 model combinations. At the same time, the optimization model was used to estimate gross primary productivity(GPP) and conduct sensitivity analysis. The results showed that the optimal model combination obtained by optimizing: the photosynthetically active radiation absorption ratio expressed in EVI, the moisture influence factor f
θ-3 PG in the 3 PG model, and the temperature influence factor f
t-TEM in the TEM model(R~2=0.86, RMSE=0.47 μmol/m~2·s) had the best simulation effect. The GPP simulation values of the optimized model were better than MODIS terrestrial level four standard data products(MOD17 A2). Sensitivity analysis resultsshowed that the maximum light quantum efficiency α
max,enhanced vegetation index( EVI) and photosynthetically active radiation( PAR) were the direct linear variables of the model and had the greatest impact. Other parameters were determined by the order from big to small was light and minimum temperature T
min,photosynthetic optimum temperature Topt,monthly average temperature T,and photosynthetic maximum temperature T
max. Therefore,the optimization model in this paper had strong practical significance and was of great significance to further improve the accuracy of GPP estimation.