Filter (binary morphology) – Rockwell Automation 5370-CBPK Color CVIM BLISTER-PAK Option User Manual

Page 55

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Chapter 6
Adjusting Blister Windows

6–13

Filter (Binary Morphology)

Use the

Filter

menu item to display the

Pixel/Obj Filter

menu, which enables

you to select binary morphology filters for object colors previously learned,
usually during the auto setup process.

NOTE: Separate filter settings are used for enhancing the background color.

When you click on the

Filter

menu item, the

Pixel/Obj Filter

and

Processed Color

menus appear, as shown in Figure 6.12.

Figure 6.12
Pixel/Obj Filter and Filter Selection menus

The

Pixel/Obj Filter

menu contains six menu boxes, each of which

represents a level of filtering, and each of which can be assigned a single
filter function. These filtering levels operate together to affect those parts of
the image within one (or all) blister windows that represent the learned object
color
selected in the

Processed Color

menu (this color is the one used to

display the binary image).

Note that

Smoothing

is the default selection for the first level of filtering.

When you click on

Smoothing

, the

Filter Selection

menu appears, as

shown in Figure 6.12.

The

Filter Selection

menu contains eight menu boxes, each of which

represents one of the available filtering functions. They are listed below,
along with a brief description of what they do:

Identity

–– This is a null selection that has no effect on the binary image

in the window. When all six menu boxes are set to

Identity

, the image in

the window is not affected by any filtering. This is the default selection
for the second through sixth filtering levels.

Inverse

–– This function changes all white pixels in the window to black

(non-white), and all black (non-white) pixels to white. You can use this
function to invert the image in order to use the

–Isol point

function,

which removes isolated black pixels (you typically use

Inverse

twice, in

cases like this, the second time to invert the image back to its original
non-inverted state).

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