Full text: Resource and environmental monitoring

pressions 
equation 
que. The 
letermine 
> surface 
(2) 
(3) 
(4) 
of the di- 
e, k : the 
is, at fre- 
IS heights 
c0 « 70°. 
ue, (Oh et 
es of sur- 
nique and 
soil mois- 
his study. 
ate of soil 
(excluding 
m the avail- 
ve derived 
dielectric 
» dielectric 
ire values 
allikainen, 
A. and Wu, 
| over each 
ed values. 
and L are 
e RMS er- 
cm for the 
yr the esti- 
of the soil 
he C-band 
> presence 
n an over- 
imated soil 
data of the 
o-polarized 
  
  
ratio Zhh, which is greater than 1 for 83% of the dataset of 
the first campaign. For the dataset of the second campaign, 
there are only 37% greater than 1. This situation appears, 
although we stay in the validity restrictions (kh « 2.5 and 
6 > 30°) for which (Dubois et al., 1995) ensured, that the 
ratio is always less than 1. This phenomenon is probably 
due to the difference in local incidence angle for each C- 
band image. Indeed, for the data of the first campaign we 
have 0 C-HH « 8 C-VV, therefore the backscattering in the 
C-HH image is greater than the backscattering in the C-VV 
image. 
In Fig. 4 and Fig. 5 we have also displayed the results 
excluding the points for which the co-polarized ratio (also 
named p in 4.2) is less than 1. 
21.04.97 : Dubois (mv) 
  
  
  
  
  
  
  
  
  
  
  
# A Cp 
9 1 
2 e |! 
» 
E Ac 
10 4 i qi 
> é EAN RE (0-4cm) 
1 : | Trime 
0 T 1 $ Y»: 
1 2 3 4 5 6 7 
-10 
fields 
Figure 4: Measured and estimated soil moisture. 
. 21.04.97 : Dubois (RMS) 
  
  
  
  
  
  
  
  
30 
| : 8 
251 ! 
jd i . : 9 & | — measured 
t À : ; é à c 
5 o 
D. 15 8 4 8 A C p«l 
2 à i e | 
10 4 ; à 0 |p 
0,5 4 
0,0 t 
1 2 3 4 5 6 7 
Figure 5: Measured and estimated RMS height. 
A more precise analysis has to be made on each individual 
lot. For the field 5, we observe for both campaigns that the 
estimated soil moisture is closer to the TDR measurements 
than to the gravimetric measurements in the 0—4 cm layer. 
This field was more dry on the surface than in a deeper 
layer and has been ploughed just a few days before the 
first flight. We may assume, that the C-band radar return 
penetrates this bare and dry soil and thus it returns an in- 
formation about a deeper layer. 
The calculation of the RMS height over each pixel in a field 
is more stable with the L-band than with the C-band. The 
estimation was particularly good for the bare soils like fields 
2 and 5. Also remarkable is the RMS height estimation 
for the intensive area. If one applys the model over the 
Intemational Archives of Photogrammetry and Remote Sensing. Vol. XXXII, Part 7, Budapest, 1998 
25 points of the area, one can notice the sensibility of the 
model to the local incidence angle. 
The roughness from the field 3, which was covered with 
winter wheat since October 1996, has not changed be- 
tween the two flights. Yet, the algorithm overestimates the 
roughness for the first campaign. The only parameter who 
has changed for this field between the two flights is again 
the local incidence angle. In view of the fact that both, 
roughness and soil moisture estimates are correct for the 
second date, the local incidence angle plays a significant 
role. 
In a nutshell, the model from DUBOIS has to be improved 
above all for the soil moisture estimation. The roughness 
estimation is satisfactory, although the influence of the local 
incidence angle should be overridden. 
4.3.2 Application of the OH-Model The main disadvan- 
tage of this model is the employment of the cross-polarized 
backscatter coefficient, which is more sensitive to system 
noise and to the presence of vegetation. This narrows our 
database down to the three L-bands images (two for the 
first flight and one for the second). The P-band images 
have only been delivered in HH- and HV- polarizations, be- 
cause the others have suffered from cross-talking and a 
lack of system sensibility. 
Fig. 6 represents the soil moisture estimates for the L-band 
during the second flight. In the legend, mi corresponds to 
the estimation after the filtering within object boundaries, 
l.ep corresponds to the estimation after EPOS-filtering and 
ml.p « 1 is the same as ml, excluding the points for which 
the co-polarized ratio p is greater than 1. 
21.04.97 : Oh (mv) 
4500 
  
  
  
  
40,00 4 
A m 
e lep 
- 4.1 
f Se 
‘ $ ( 
3 2000 4 IIT 
  
mi 
  
  
  
  
Figure 6: Measured and estimated soil moisture. 
For lot 1, the values filtered with the classical filter seem 
to fit better the measurements in the 0-4 cm layer than the 
values after filtering within object boundaries. Neverthe- 
less, the observation from the values inside lot 1 let appear 
an extreme overestimation for one of the points, for which 
also the ratio p is equal to 1.48. This case is not consid- 
ered by (Oh et al., 1992) who affirms that the co-polarized 
ratio p — = < 1 for all angles, roughness conditions, 
and moisture contents. Thus the algorithm has been ap- 
plied excluding the points for which p > 1 and these results 
(lp < 1) are the only one to consider. 
The averaged soil moisture estimations are at all events 
considerably better (figure 6) than with the DUBOIS-model 
in L-band (RMS error= 4.05vol% toward 13.9vol%). 
553 
 
	        
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