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8/18/2019 Paralaks,stereo photo,and relief displacement.
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Relief Displacement, Paralaks dan Stereo
8/18/2019 Paralaks,stereo photo,and relief displacement.
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Para ax Fun amenta s
• Method
of
measuring
distance
called
parallax .• Example: – Hold pencil at arm’s length, and close each eye in turn.
– Each e e looks at encil from sli htl different direction.
– Brain determines
object’s
distance
from
slight
change
in
direction.
(parallax)
• For distant objects, small distance between eyes means parallax angle too small to see change in direction.
to
increase
perspective.
8/18/2019 Paralaks,stereo photo,and relief displacement.
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Ima e Parallax
• Applications of photogrammetry use the principle of parallax to incorporate stereo pairs.
• Parallax is the apparent change in relative positions of stationary
• These displacements form the basis of three dimensional viewing
of overlapping
photos.
.
• Image centers of preceding and succeeding photographs called conjugate principal points.
• Line drawn through principal and conjugate principal points defines the flight axis.
8/18/2019 Paralaks,stereo photo,and relief displacement.
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Parallax Displacements on Overlapping
er ca
o ograp s
• The parallax of any point such as +y
A in
terms
of
flight
line
coordinate system: a b a´ b´xa xa´+x +x´o o´ o o´
+y´
pa = xa – xa’
where´ ´
L L´
o
o´
– pa = para ax o po n
– xa = measured x coordinate of
ima e a on left hoto ra h x
a a
positive)
– xa’ = x coordinate of image a´ on A
B
r g t p otograp xa pos t ve
8/18/2019 Paralaks,stereo photo,and relief displacement.
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Parallax
Stereo View
8/18/2019 Paralaks,stereo photo,and relief displacement.
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8/18/2019 Paralaks,stereo photo,and relief displacement.
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• Typical aerial imaging geometry: 60% forward overlap (= 10% triple overlap) and
25% sidelap.
• T is gives u stereo coverage or t e w o e area.
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Stereo Images – Seeing in 3D
•
it is
possible
to
view
airphotos
stereoscopically,
i.e.,
three
dimensional
(3D) viewing.
• This is limited to area of overlap between the two images.
• Stereoscopic
viewing
is
based
on
binocular
vision. .
• Brain reconstructs two images recorded by our eyes into 3D view of the scene.
Same t ing
is
possi e
wit
airp oto
pair
provi e
t at
eac
p oto
is
viewed by each eye separately.
8/18/2019 Paralaks,stereo photo,and relief displacement.
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8/18/2019 Paralaks,stereo photo,and relief displacement.
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Produk FotogrametriProses Pemotretan dengan Pesawat terbang:
8/18/2019 Paralaks,stereo photo,and relief displacement.
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Vertical Aerial Photographs
8/18/2019 Paralaks,stereo photo,and relief displacement.
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Pemotretan Udara
1 2 3 4 5 6
A strip of overlapping aerial photographs
Strip 1Sidelap
Strip 2
Strip 3
A block of overlapping strips
8/18/2019 Paralaks,stereo photo,and relief displacement.
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Stereo
Photograph
Geometry
Flight
characteristics
•Overlapping photos are necessary to produce stereo effect. Photos taken along the
flight line
need
to
have
at
least
50%
overlap. Normally
60%
overlap
is
specified
for
a
flight mission. Overlap along flight line is also known as endlap.
•The area that is common between successive photos is called overlap. A stereo
model is created when successive photos are viewed with a stereoscope.
•Normally when an area is flown for stereo coverage, sidelap between flight lines is
necessary for complete coverage. 30% sidelap is normal for most flight plans.
Direction of flight
8/18/2019 Paralaks,stereo photo,and relief displacement.
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Relief Displacement
• principal
point
will
lean
outward.
As t e stance rom t e
principal point increases,
the radial
displacement
increases.
• The cooling towers closer to
greater radial displacement.
(Rutgers)
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Displacement of Object Features
Cameras for aerial photography provide
" "
from directly
overhead.
Primary geometric distortion in
vertical aerial photographs due to
relief displacement
ec s rec y e ow cen er o
camera lens (i.e. at the nadir) will
have only their tops visible
All other
objects
will
appear
to
lean
away from the center of photo so (Relief Displacement)
a e r ops an s es are v s e
8/18/2019 Paralaks,stereo photo,and relief displacement.
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Relief Displacement
•
perspective projection.
• Use this to determine the hei ht of ob ect:
h= d (H’)d (H’)
rr
h = height of object
‐
bottom of object.
= .
H’ = height
of
plane
above
ground