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This is an archived project. Repository and other project resources are read-only.
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Taddeüs Kroes
licenseplates
Commits
b04b1a16
Commit
b04b1a16
authored
13 years ago
by
Taddeus Kroes
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Fixed 80 character limit.
parent
81644280
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1 changed file
src/LicensePlate.py
+18
-18
18 additions, 18 deletions
src/LicensePlate.py
with
18 additions
and
18 deletions
src/LicensePlate.py
+
18
−
18
View file @
b04b1a16
...
@@ -18,30 +18,30 @@ class LicensePlate:
...
@@ -18,30 +18,30 @@ class LicensePlate:
self
.
height
=
int
(
properties
[
'
height
'
])
self
.
height
=
int
(
properties
[
'
height
'
])
self
.
read_xml
()
self
.
read_xml
()
def
are_corners_sorted
(
corners
):
def
are_corners_sorted
(
corners
):
'''
Check if points are sorted clockwise, starting in the left-top
'''
Check if points are sorted clockwise, starting in the left-top
corner.
'''
corner.
'''
x0
,
y0
=
corners
[
0
].
to_tuple
()
x0
,
y0
=
corners
[
0
].
to_tuple
()
x1
,
y1
=
corners
[
1
].
to_tuple
()
x1
,
y1
=
corners
[
1
].
to_tuple
()
x2
,
y2
=
corners
[
2
].
to_tuple
()
x2
,
y2
=
corners
[
2
].
to_tuple
()
x3
,
y3
=
corners
[
3
].
to_tuple
()
x3
,
y3
=
corners
[
3
].
to_tuple
()
return
x0
<
x1
and
y1
<=
y2
and
x2
>=
x3
and
y3
>
y0
return
x0
<
x1
and
y1
<=
y2
and
x2
>=
x3
and
y3
>
y0
def
sort_corners
(
corners
):
def
sort_corners
(
corners
):
'''
Sort the corners clockwise, starting in the left-top corner.
'''
'''
Sort the corners clockwise, starting in the left-top corner.
'''
tuples
=
[]
tuples
=
[]
output
=
[]
output
=
[]
for
point
in
corners
:
for
point
in
corners
:
tuples
.
append
(
point
.
to_tuple
())
tuples
.
append
(
point
.
to_tuple
())
bot1
=
(
0
,
0
)
bot1
=
(
0
,
0
)
bot2
=
(
0
,
0
)
bot2
=
(
0
,
0
)
top1
=
None
top1
=
None
top2
=
None
top2
=
None
# Get bottom points (where the y value is the largest). The top points
# Get bottom points (where the y value is the largest). The top points
# are the points that are not a bottom point.
# are the points that are not a bottom point.
for
tup
in
tuples
:
for
tup
in
tuples
:
...
@@ -50,7 +50,7 @@ class LicensePlate:
...
@@ -50,7 +50,7 @@ class LicensePlate:
top1
=
bot2
top1
=
bot2
else
:
else
:
top2
=
bot2
top2
=
bot2
if
tup
[
1
]
>
bot1
[
1
]:
if
tup
[
1
]
>
bot1
[
1
]:
bot2
=
bot1
bot2
=
bot1
bot1
=
tup
bot1
=
tup
...
@@ -61,7 +61,7 @@ class LicensePlate:
...
@@ -61,7 +61,7 @@ class LicensePlate:
top1
=
tup
top1
=
tup
else
:
else
:
top2
=
tup
top2
=
tup
# First point is the smallest x-value top point, second is the other
# First point is the smallest x-value top point, second is the other
# top point
# top point
if
top1
[
0
]
<
top2
[
0
]:
if
top1
[
0
]
<
top2
[
0
]:
...
@@ -70,7 +70,7 @@ class LicensePlate:
...
@@ -70,7 +70,7 @@ class LicensePlate:
else
:
else
:
output
.
append
(
Point
(
top2
[
0
],
top2
[
1
]))
output
.
append
(
Point
(
top2
[
0
],
top2
[
1
]))
output
.
append
(
Point
(
top1
[
0
],
top1
[
1
]))
output
.
append
(
Point
(
top1
[
0
],
top1
[
1
]))
# Third point is the bottom point with the largest x-value, fourth is
# Third point is the bottom point with the largest x-value, fourth is
# the other bottom point
# the other bottom point
if
bot1
[
0
]
>
bot2
[
0
]:
if
bot1
[
0
]
>
bot2
[
0
]:
...
@@ -79,9 +79,9 @@ class LicensePlate:
...
@@ -79,9 +79,9 @@ class LicensePlate:
else
:
else
:
output
.
append
(
Point
(
bot2
[
0
],
bot2
[
1
]))
output
.
append
(
Point
(
bot2
[
0
],
bot2
[
1
]))
output
.
append
(
Point
(
bot1
[
0
],
bot1
[
1
]))
output
.
append
(
Point
(
bot1
[
0
],
bot1
[
1
]))
return
output
return
output
# sets the entire license plate of an image
# sets the entire license plate of an image
def
retrieve_data
(
self
,
corners
):
def
retrieve_data
(
self
,
corners
):
x0
,
y0
=
corners
[
0
].
to_tuple
()
x0
,
y0
=
corners
[
0
].
to_tuple
()
...
@@ -111,16 +111,16 @@ class LicensePlate:
...
@@ -111,16 +111,16 @@ class LicensePlate:
or_coor
=
dot
(
P
,
([[
i
],[
j
],[
1
]]))
or_coor
=
dot
(
P
,
([[
i
],[
j
],[
1
]]))
or_coor_h
=
(
or_coor
[
1
][
0
]
/
or_coor
[
2
][
0
],
or_coor_h
=
(
or_coor
[
1
][
0
]
/
or_coor
[
2
][
0
],
or_coor
[
0
][
0
]
/
or_coor
[
2
][
0
])
or_coor
[
0
][
0
]
/
or_coor
[
2
][
0
])
data
[
j
][
i
]
=
self
.
pV
(
or_coor_h
[
0
],
or_coor_h
[
1
])
data
[
j
][
i
]
=
self
.
pV
(
or_coor_h
[
0
],
or_coor_h
[
1
])
return
data
return
data
def
get_transformation_matrix
(
self
,
matrix
):
def
get_transformation_matrix
(
self
,
matrix
):
# Get the vector p and the values that are in there by taking the SVD.
# Get the vector p and the values that are in there by taking the SVD.
# Since D is diagonal with the eigenvalues sorted from large to small
on
# Since D is diagonal with the eigenvalues sorted from large to small
# the diagonal, the optimal q in min ||Dq|| is q = [[0]..[1]].
Therefore,
#
on
the diagonal, the optimal q in min ||Dq|| is q = [[0]..[1]].
# p = Vq means p is the last column in V.
#
Therefore,
p = Vq means p is the last column in V.
U
,
D
,
V
=
svd
(
matrix
)
U
,
D
,
V
=
svd
(
matrix
)
p
=
V
[
8
][:]
p
=
V
[
8
][:]
...
...
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