Synergy Of Optical And Microwave Remote Sensing With Respect To Agricultural Crops Illustrated With MAC Europe Campaign 1991

H. van Leeuwen, G. Rijckenberg, M. Borgeaud, J. Noll, O. Taconet, P. Perez
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Abstract

Remote sensing techniques in agriculture have evolved to more or less operational tools for the estimation of characteristics of the studied object. These tools consist of forward modeling, which represents a (physical) description of the measurement situation, and of inverse modeling, which consists of mathematical techniques to invert the interaction models. In the visible and the microwave region of the spectrum, complementary information of the studied object can be derived with inversion of these remote sensing models. In this paper simple models have been used to illustrate the methodology. Inversion can be accomplished by using linearization techniques and sensitivity analysis of the RS model in study, in order to derive simple linear equations. With help of singular value decomposition these linear equations can be solved which will lead to a set of possible parameter combinat ions. A priori knowledge as the type of vegetation, conditions, time of the year, variations in sensortype, etc. is vital to narrow the solution space. Therefore crop growth models will contribute to a better insight of the inversion problem. Errors in estimation of these parameters can be expressed in confidence limits. The European Multi-Aircraft Campaign (MAC’91) combined a wide spectrum of sensors deployed in the growing season June, July and August 1991. For the first time identical microwave and optical sensors were flown over test sites in The Netherlands, Germany, UK, France and Italy. To illustrate the methodology we use the data sets of the AGRISCATT’88 campaign with its extensive grounddata survey and the Mac-Europe 1991 campaign
光学和微波遥感在农业作物方面的协同作用
农业遥感技术已发展成为估计被研究对象特征的或多或少的操作工具。这些工具包括正演建模(表示测量情况的(物理)描述)和逆建模(包含反转交互模型的数学技术)。在光谱的可见光和微波区,通过对这些遥感模型的反演,可以得到被研究对象的互补信息。本文使用简单的模型来说明该方法。利用线性化技术和对研究中的RS模型进行灵敏度分析,可以实现反演,从而推导出简单的线性方程。在奇异值分解的帮助下,可以求解这些线性方程,从而得到一组可能的参数组合。先验知识,如植被类型、条件、一年中的时间、传感器类型的变化等,对于缩小解决方案空间至关重要。因此,作物生长模型将有助于更好地了解反演问题。这些参数的估计误差可以用置信限表示。欧洲多机战役(MAC ' 91)结合了在1991年6月、7月和8月生长季节部署的广谱传感器。相同的微波和光学传感器首次在荷兰、德国、英国、法国和意大利的试验场上空飞行。为了说明方法,我们使用了AGRISCATT ' 88活动的数据集及其广泛的地面数据调查和Mac-Europe 1991活动
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