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基于GF-1數(shù)據(jù)的夏玉米FPAR遙感動態(tài)估算
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河南省科技攻關(guān)計(jì)劃項(xiàng)目(202102110250,、202102311154,、202102110253)和國家重點(diǎn)研發(fā)計(jì)劃項(xiàng)目(2016YFD0300609、2018YFD0300702)


Dynamic Estimation FPAR of Summer Maize Based on GF-1 Satellite Data
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    摘要:

    為探索高分一號衛(wèi)星(GF-1)估算農(nóng)作物光合有效輻射吸收比率(Fraction of absorbed photosynthetically active radiation,,F(xiàn)PAR)的潛力,,以田間小區(qū)與大田夏玉米為對象,基于GF-1衛(wèi)星的16m空間分辨率寬視場(Wide field view,,WFV)傳感器光譜響應(yīng)函數(shù)對地面實(shí)測冠層高光譜反射率進(jìn)行重采樣,,獲取GF-1 WFV的模擬反射率,構(gòu)建寬波段植被指數(shù),,利用與FPAR極顯著相關(guān)且具有較高相關(guān)系數(shù)的植被指數(shù),,建立不同生育期夏玉米FPAR的一元與多元逐步回歸模型,篩選FPAR估算的最適模型,,并在此基礎(chǔ)上實(shí)現(xiàn)縣域尺度不同生育期的FPAR動態(tài)估算,。結(jié)果表明:模擬寬波段光譜反射率與GF-1 WFV光譜反射率間的相關(guān)系數(shù)|R|為0.967~0.985,決定系數(shù)R2為0.935~0.969,;基于模擬反射率構(gòu)建3波段植被指數(shù)與FPAR的相關(guān)性優(yōu)于2波段植被指數(shù),,增強(qiáng)型植被指數(shù)(EVI)、土壤調(diào)節(jié)植被指數(shù)(MTVI2),、可見光大氣阻抗植被指數(shù)(VARI),、綜合植被指數(shù)(TCARI/OSAVI)等3波段植被指數(shù)與FPAR均呈極顯著相關(guān)性(P<0.01),且|R|為0.813~0.925,;基于優(yōu)選3波段植被指數(shù)估算FPAR的多元逐步回歸模型效果優(yōu)于一元回歸模型,,估算模型決定系數(shù)R2為0.762~0.843,驗(yàn)證模型決定系數(shù)R2為0.839~0.880,,相對誤差RE為7.037%~9.571%,,說明多元逐步回歸模型能更好地估算FPAR;以優(yōu)選模型對區(qū)域尺度的FPAR進(jìn)行空間分布及動態(tài)估算,,并以實(shí)測值進(jìn)行驗(yàn)證,,估算值與實(shí)測值間決定系數(shù)R2為0.819~0.856,相對誤差RE為8.41%~13.37%,,說明基于GF-1 WFV估算區(qū)域夏玉米FPAR與實(shí)際空間分布及動態(tài)變化規(guī)律一致,,為基于GF-1 WFV高分辨率遙感數(shù)據(jù)估算區(qū)域玉米FPAR及生產(chǎn)潛力提供了科學(xué)依據(jù)。

    Abstract:

    The fraction of absorbed photosynthetically active radiation (FPAR) is a key parameter in various of photosynthetic capacity and productivity potential of crops. The great progress of quantitative remote sensing and various data products make FPAR products widely used in carbon cycle and vegetation research in different regional scales. In order to explore the FPAR estimation capability based on the GF-1 wide field view (GF-1 WFV), the canopy spectral reflectance and FPAR of summer maize were measured from regional field and field plot experiments, including five nitrogen fertilization levels and two summer maize varieties from jointing to maturity stage. Firstly, the multi-spectral broadband reflectance was simulated by using the measured canopy hyperspectral reflectance based on spectral response functions of GF-1 satellite with a spatial resolution, and then the vegetation index was established by this simulated reflectance. Secondly, totally 17 vegetation indices were selected on the basis of previous studies, and the quantitative relationship between FPAR and vegetation indices at different growth stages was analyzed. Thirdly, the vegetation indices with high correlation coefficient and extremely significant correlation with FPAR were selected, and estimation models of summer maize FPAR by a linear regression model or multiple stepwise regression model respectively, by analyzing determination coefficient (R2), standard error (SE), root mean squard error (RMSE) and relative error (RE) of the estimation model and validation model, the optimal model for FPAR estimation was screened. Finally, the optimal estimation models were used to estimate the FPAR dynamic variation and spatial distribution for summer maize from jointing to maturity stage by GF-1 satellite data. The results showed that the correlation coefficient (|R|) between simulated broadband spectral reflectance and GF-1 spectral reflectance was 0.967~0.985, and the determination coefficient (R2) was 0.935~0.969, it showed that these was highly consistent between simulated spectral reflectance and GF-1 spectral reflectance. There was a good correlation between FPAR and the vegetation index constructed based on simulated reflectance, and the correlation coefficient of 3-band vegetation indexes was better than 2-band vegetation indexes, in particular, it was extremely significant (P<0.01) between FPAR and enhanced vegetation index (EVI), modified soil adjusted vegetation index 2 (MTVI2), visible atmospherically resistant index (VARI), TCARI/OSAVI, and |R| was 0.813~0.925. The simple linear regression model and multiple stepwise regression model of FPAR were established by EVI, MTVI2, VARI, TCARI/OSAVI, and the coefficient of determination (R2) of estimation model was 0.762~0.843, the coefficient of determination (R2) of validation model was 0.839~0.880, and the relative error (RE) was 7.037%~9.571%, it showed that the multiple stepwise regression model was better than simple linear regression model, and the multiple stepwise regression model could better estimate FPAR at different growth stages. The optimal model was used to estimate the spatial distribution and dynamics of FPAR at regional scale, and the measured values were validated. The R2 between the estimated and measured values was 0.819~0.856, and the relative error (RE) ranged was 8.41%~13.37%. These results indicated that the spatial distribution and dynamic variation of FPAR estimated based on simulated GF-1 WFV of hyperspectral reflectance were consistent with the actual spatial distribution, which provided a scientific basis for estimating regional FPAR and production potential of maize based on high resolution remote sensing data of GF-1 WFV.

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賀佳,郭燕,張彥,楊秀忠,劉婷,王來剛.基于GF-1數(shù)據(jù)的夏玉米FPAR遙感動態(tài)估算[J].農(nóng)業(yè)機(jī)械學(xué)報(bào),2022,53(4):164-172. HE Jia, GUO Yan, ZHANG Yan, YANG Xiuzhong, LIU Ting, WANG Laigang. Dynamic Estimation FPAR of Summer Maize Based on GF-1 Satellite Data[J]. Transactions of the Chinese Society for Agricultural Machinery,2022,53(4):164-172.

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  • 收稿日期:2021-10-08
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  • 在線發(fā)布日期: 2021-12-23
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