Full text: Proceedings; XXI International Congress for Photogrammetry and Remote Sensing (Part B5-2)

972 
The International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences. Vol. XXXVII. Part B5. Beijing 2008 
INSTUMENT 
/SOFTWARE 
PROCESS 
Main RESULTS 
RTK- 
GPS 
ASHTECHZ- 
12/Trimble40 
OOsse 
Selected the main 
inflexion and change- 
point of the MGWand 
surveyed 58 GPS points 
by the RTK-GPS 
It is difficult to select 
GPS point to describe the 
MGW and to reach some 
points such as the watch 
towers and to set the 
tripod.RTK-GPS is not 
suitable for measuring 
the MGW 
Photo 
gram 
metry 
VirtuoZo 
1:8000 aerial photos, 22 
stereo pairs, 1:10k control 
points 
under the stereo model, it 
is easy to select the 
points to measure the 
MGWand the operation 
is reproduced with the 
support of the theory 
1:50k 
DRG 
and 
DEM 
Arcgis 
Digitizing the MGW 
elements based on DRG , 
getting X,Y from the 
DRG and Z from the 
DEM 
The MGW elements of 
the DRG is being 
synthesized during the 
map compilation. The 
precision of the 1:50k 
DRG and DEM can not 
meet the need of the 
MGW resource 
investigation. Using 
1:50k DRG and DEM is 
not suitable for 
measuring the wall 
Table 1. The Comparison of the Main Measuring Ways 
PROJRCTION LENGTH 
SURFUCE 
LENGTH 
RTK-GPS (LI) 
2309.93 
2445.25 
PHOTOGRAMMTRY(L2) 
2359.09 
2481.64 
L1-L2 
-49.16 
-36.39 
(L1-L2)/L1 
-2.13% 
-1.49% 
Table 2. The Length Comparison Between RTK-GPS and 
Photogrammetry 
The chart shows the difference by comparing RTK-GPS and 
photogrammetry, the result proves the use of RTK-GPS to 
survey the length of the MGW is not feasible. 
Figure 5. The Comparison Between RTK-GPS and 
Photogrammetry 
The test result shows that the Photogrammetry is the best way to 
measure the slope length of the MGW. 
5.2 1:10k Specification Precision 
In order to compare the impact on the length using different 
scale aerial images to measure the same section of the MGW, 
the pilot uses respectively 1:8000 and 1:35000 scale aerial 
photos to measure two categories of the MGW (plain and 
mountain type) according to the Specifications for aero 
photogrammetric office operation 1:10k topographic maps, the 
test results in table 3. 
1:8000( LI ) 
1:35000 (L2 ) 
LI- L2 
(LI- L2) /LI 
Mountain 
3,300.19 
3,302.02 
-1.83 
1 /1803 
Plain 
2,495.37 
2,493.56 
1.81 
1 / 1379 
Table 3. The Surface Length Comparison Between 1:8000 and 
1:35000 Scale 
Table 3 shows the differences between the two kinds of aerial 
scale (1:8000 and 1:35000) measuring the surface length of the 
MGW based on the different terrain conditions 
By analyzing the results of the trial, the measuring length’s 
difference of the two scales relative to the length can basically 
ignored, the MGW length measurement accuracy mainly 
depends on the specification’s accuracy indicators rather than 
the scale of the Aerial photos, but large-scale aerial photos of 
the MGW can improve the identification and measurement 
capability. 
Figure 6. Exiting Air-photos Statistics Covering The MGW 
The figure6 shows the scale series of aerial photos covering the 
district of the MGW mainly focused on the scope of 1:25000 to 
1:35000. 
To make full use of existing aerial photos, the Specifications for 
aero photogrammetric 1:10k topographic maps eventually has 
been determined to measure the length of the MGW on basis of 
trial. 
5.3 Length Measurement Precision Test 
The test had been done in the Beijing Badaling section of MGW 
(mountain type, about 2.5 kilometers), densification points 
(mountain type) plane mean square error is 5.0 meter, elevation 
mean square error is 2.0 meter, the calculating surface length 
accuracy of the MGW is ± 19.37 meter according to the 
accuracy evaluation formula(2). 
Provided that the total length of the MGW were 5,000 km, the 
total measuring times were 2000 and the each section’s 
measuring accuracy were the same as the above test’s accuracy, 
the expected length measurement accuracy of the MGW can be 
achieved ± 0.866km. 
6. CONCLUSIONS 
This paper discussed the measurement method of the MGW 
based on image, which is to Interpret and identify the 
elementary distribution of the MGW based on ortho-image
	        
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