KE2040Instruction Manual Ver2.01,REV04.2003.6.25.pdf - 第390页

5 − 27 (C) Center recognition Recognition conditions ① Components whose ratio of width to lengt h is 1:2 or mor e ② Components whose side portion is 0.3 mm or more (T he inside of a side may be hollow at imaging .) W hen…

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(B) Corner recognition
Recognition conditions:
Components whose whole shape is a regular square or rectangle
Components whose corner angle R is 0.5 mm or less
Components whose linear portion length forming each side is 2 mm or
more
Components whose 4 corner points are at vertexes of a regular square or
rectangle
Components whose outline is not convex
Components with concave portions whose L1 is 10% or less of L2
Components whose sides are 0.3 mm or more when their insides are
imaged darkly at imaging
Components whose side roughness forming a linear portion is 0.1 mm or
less
When the above recognition conditions are satisfied, corner recognition is
enabled.
Fig. 5.2.3.11-7 Explanatory Drawing of
Recognition Condition 8)
Fig. 5.2.3.11-6 Explanatory Drawing of
Recognition Condition 7)
Fig. 5-2.3.11-5 Explanatory Drawing of
Recognition Condition 6)
Fig. 5.2.3.11-4 Explanatory Drawing of
Recognition Conditions 2) and 3)
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(C) Center recognition
Recognition conditions
Components whose ratio of width to length is 1:2 or more
Components whose side portion is 0.3 mm or more (The inside of a side
may be hollow at imaging.)
When the above conditions are satisfied, center recognition is enabled.
Note: Concavity and convexity may exit on the component outline. However, they
have an effect on the center position and inclination.
In this case, adjust the placement data, etc.
4) Recognition component examples
The components to be supported by the component outline recognition function
are those whose shapes are close to a rectangle or regular square. The edges
forming an outline should be 0.3 mm or more.
* In the component drawing shown in the following table, the black/white is
reversed unlike the reality.
Table 5.2.3.11-1 Recognition Components Table
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