Full text: Proceedings, XXth congress (Part 7)

ibul 2004 
  
International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, Vol XXXV, Part B7. Istanbul 2004 
  
5 @ Level3 
(© Agriculture 
@ Forest 
© Urban 
E-@ Level2 
@ Forest! 
Urbani 
@ Intensively Used Grassland 
5-0) Canola Crops 
[Canola] 
i + [Canola Variation] 
= @ Low Vegetation Crops 
@ [Soll] 
[Stubble-Field] 
[Potatoe] 
= High Vegetation Crops 
(0) Maize 
QD sugar Beet 
© Others 
<O) Extensively Used Grassland 
Figure 2. Class hierarchy showing the different levels of 
classification and classes respectively. Classes in 
brackets can not be reasonably seperated from each 
other. 
y 
© 
3.3 Spectral In-field Variability Assessment 
The retrieval of biogeophysical and —chemical parameters 
from hyperspectral data implies detectable gradients present 
in the spectral data. Such variations bear the potential for in- 
field parameter estimation from hyperspectral data. 
In this study, the potential of assessing in-field variations 
of green LAI (leaf area index) from HYPERION data in a 
small-spaced heterogeneously vegetated area is 
investigated, in addition to the classification efforts 
described in Section 3.1. and Section 3.2. Spectral in-field 
variation of a single field is quantified as percent deviation 
of + | standard deviation from mean field reflectance. LAI is 
an important biogeophysical parameter retrievable from 
remote sensing data and serves as input into numerous 
ecosystem models and crop growth models. LAI retrieval in 
this study is based on a semi-empirical approach proposed 
by [Clevers et al., 1994]. A corrected near-infrared 
reflectance, known as Weighted Difference Vegetation Index 
(WDVI), is calculated by subtracting the contribution of the 
soil from the measured reflectance. The WDVI is then used 
for estimation of LAI according to the inverse of an 
exponential function, as given in Equation 1: 
LAD *In1- WDVI 
a Po (an) (1) 
where LAI= Leaf Area Index, WDVI = Weighted Difference 
Vegetation Index, a= complex combination of 
extinction and scattering coefficients, and 
Po (Anır) = asymptotically limiting value of the 
WDVI at very high LAT values. 
Standard values for a and Px (An) are taken from 
literature [Bouman et al., 1992, Clevers et al., 1994]. 
4. RESULTS 
4.1 Land Use Classification Results 
Figure 3 indicates that due to the late date of HYPERION 
data acquisition from a phenological point of view (August 
18), either well established fields (maize, sugar beet, 
grassland) on the one hand or strongly senescing cultivars 
(canola, potatoes) and harvested (cereal stubble-fields) or 
bare soil plots on the other hand can be found in the test 
area. Under such conditions, the discrimination of different 
land use types with comparable spectral signatures is a 
challenging task. 
Table 1 presents the class specific accuracies achieved with 
the Spectral Angle Mapper approach. It can be seen that the 
classes maize, intensively used grassland and stubble-fields 
can be classified best. 
  
  
  
  
  
  
  
  
  
  
  
  
  
  
  
  
Land Use User Producer Inclass 
Type Accuracy Accuarcy Accuracy 
Maize 0.7919 0.5198 0.8429 
huenSively 0.5764 0.4854 0.5570 
used grassland 
Potatoe 0.2747 0.2315 0.1678 
Canola 0.2143 0.1818 0.1224 
Stubble-fields 0.7062 0.5170 0.7405 
Extensively 0.1045 0.2692 0.0886 
used grassland 
Sugar beet 0.0562 0.3571 0.0538 
Soil 0.1758 0.4103 0.1633 
Canela 0.0526 0.3333 0.0500 
variation 
Overall 0.4396 
Accuracy 
Kappa 0.3377 
Accuracy 
  
Table 1. Spectral Angle Mapper accuracies determined on a 
pixel-by-pixel basis for the main land use types 
present in the Limpach Valley test area. 
   
Forest or urban areas 
   
Intensively used grassiand 
Extensively used grassland 
Maize 
Canola 
Canola variation 
Sugar beet 
Potatoe 
Stubble fields 
Soil 
Figure 3. Land use classification result based on a Spectral 
Angle Mapper (SAM) approach. 
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