CyberLand
Algorithm and Examples
The matching and fusion of remotely sensed imagery is extremely
important for multi-source remote sensing applications.
The current method for performing this operation (without CyberLand)
is thus:
- Manually or semi-automatically, select control points in the
images
- Match the images using a polynomial or triangular net (necessarily
having to resort to a "big surface element")
- Fuse the matched images
Such a method can obtain reasonable results in flat areas, but
in mountainous areas, especially when using oblique photography,
it can't completely eliminate the geometric distortion of polynomial
rectification or a big surface element relative rectification.
The geometric distortion
of imagery from various sensors is different, so a good result is
very often not possible.
The distortion of a SPOT
image and a TM image is depicted in Figures 1 and 2.
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Figure
1
SPOT
and TM images
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Figure 2
Different
distortions apparent in SPOT and TM images
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The upper parts of Figures 1
and 2 represent a portion of a SPOT image (55x268 pixels) whilst the
lower parts represent a portion of a TM image (20x104 pixels).
In Figure 1, the two images
are zoomed to the same size. The SPOT image is annotated A, B, C,
D, E, F & G and the corresponding annotation in the TM image
is marked A', B', C', D', E', F' & G'. In Figure 2, the upper
sections marked AB, BC, CD, DE, EF & FG correspond to the lower
sections, marked A'B', B'C', C'D', D'E', E'F' & F'G'. In this
situation, partial distortion is very obvious and the match result
from a polynomial or triangular net (necessarily requiring processing
using a "big surface element") will be very poor, as is shown in
Figures 3 and 4.
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Figure
3
TM
cubic polynomial rectification
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Figure
4
TM
"big surface element" differential rectification
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That was the traditional
approach.
The
CyberLand Solution
In CyberLand, the
above problem is solved using Supresoft's automatic feature extraction
and global image matching with relaxation routines to obtain a dense
homologous point pair network.
By making each of these thousands
of homologous points a control point, a dense triangular network
can be readily built up. The system can then perform a rigorous
differential rectification using those "small surface element" triangles,
realizing precise image matching.
The result of the match is
thus:
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Figure
5
TM
"small surface element" differential rectification
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A comparison of the final
fused images:
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Figure
6
Results
of matching and fusion with TM bands 3, 4 & 7
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a)
"Big surface element" matching and fusion
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b)
"Small surface element" matching and fusion
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