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»
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Data Manipulation
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Image Processing & Analysis
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Mathematical Morphology
>
Dilation
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BUILT-IN MATHEMATICA SYMBOL
Image Processing
Tutorials »
|
Erosion
Opening
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HitMissTransform
MaxFilter
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See Also »
|
Image Processing & Analysis
Mathematical Morphology
Summary of New Features in 7.0
New in 7.0: Alphabetical Listing
New in 7.0: Data Manipulation
More About »
Dilation
Dilation
gives the morphological dilation of
image
with respect to the structuring element
ker
.
Dilation
gives the dilation with respect to a range
r
square.
MORE INFORMATION
Dilation
works with binary, grayscale, and other images.
The structuring element
ker
is a matrix containing
s and
s.
Dilation
automatically adds zeros to structuring elements so that they have odd dimensions.
Dilation
[
image
,
r
]
is equivalent to
Dilation
[
image
,
BoxMatrix
[
r
]]
.
If multiple image channels are present,
Dilation
operates on each of them separately.
Dilation
takes a
Padding
option that specifies the values to assume for pixels outside the image.
The default setting is
Padding
, corresponding to pixel value
for all channels.
EXAMPLES
CLOSE ALL
Basic Examples
(6)
Dilation removes smaller dark features:
Dilation of a binary image:
Grayscale dilation:
Dilate horizontally:
Dilate vertically:
Dilate with a disk-shaped structuring element:
Dilation removes smaller dark features:
In[1]:=
Out[1]=
Dilation of a binary image:
In[1]:=
In[2]:=
Out[2]=
Grayscale dilation:
In[1]:=
Out[1]=
Dilate horizontally:
In[1]:=
Out[1]=
Dilate vertically:
In[1]:=
Out[1]=
Dilate with a disk-shaped structuring element:
In[1]:=
Out[1]=
SEE ALSO
Erosion
Opening
Closing
HitMissTransform
MaxFilter
DistanceTransform
TUTORIALS
Image Processing
MORE ABOUT
Image Processing & Analysis
Mathematical Morphology
Summary of New Features in 7.0
New in 7.0: Alphabetical Listing
New in 7.0: Data Manipulation
New in 7