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Fig. 3 Synthesized views representing frames ( n ) (from Fig. 1 ( le ft ) ) in the coordinate sys-
tems of frames ( n + 1 ) , by using their corresponding rigid displacements: [ R q | t q ]
where P n + 1
i ( x , y , z )
denotes the mapping of a given point from frame n into the next frame.
Note that for static 3D points we ideally have P n + 1
P n + 1
i ( x , y , z )
i ( x , y , z ) =
.
Once the whole set of points P n
has been mapped, we can also synthesize the
corresponding 2D view ( I n + 1
(
) as follows:
u
,
v
)
u 0 +
x n + 1
i
f
u n + 1
i
=(
round
)
,
(2)
z n + 1
i
v 0 +
y n + 1
i
f
v n + 1
i
=(
round
)
,
z n + 1
i
where f denotes the focal length in pixels,
(
u 0 ,
v 0 )
represents the coordinates of the
x n + 1
i
y n + 1
i
z n + 1
i
camera principal point, and
(
,
,
)
correspond to the 3D coordinates of
Fig. 4
map of moving regions, from frames ( n ) and ( n + 1 ) presented in
Fig. 1 ( top ) . ( right ) Image difference between these consecutive frames: ( | I ( n ) I ( n + 1 ) | )to
illustrate their relative displacement.
( le ft )
D
(
u
,
v
)
 
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