Frame Transformation - Mitsubishi Electric CR750-Q Instruction Manual

7Appendix
M_SplVar = 100 ・・・・・・ 200 ・・・・ 200 ・・・・・・・・ 400 ・・・・・・ 400 ・・・・・
Numerical setting
数値設定
Path point
経路点
Fig.7-21:Numerical setting

(5) Frame transformation

Frame transformation is a function applied on a random path, and moves the path to another position while
maintaining the shape.
The following processes can be handled with this function:
• Transformation from position on drawing to actual position
• Adjustment of work target's position deviation
• Change of work area with spline interpolation
■Outline of process
Frame transformation is explained using
Set a coordinate system to be used as a reference in respect to a random path. The coordinate system is
designated with three position data in the same manner as the Fram function. In this example, position data
PR1, PR2 and PR3 are designated, and reference coordinate system "Xfr-Zfr-Yfr" is set.
Next, set the transformed reference coordinate system in the same manner. In this example, position data
PC1, PC2 and PC3 is designated, and the transformed reference coordinate system "Xfc-Zfc-Yfc" is set.
When frame transformation is executed, all path points are calculated so that the relative displacement from
the reference coordinate system's origin to the path point is the same before and after the transformation. In
the example, the path points P11 ~ P14 to P21 ~ P24 is calculated.
The same value as the corresponding pre-transformation path points are set for the transformed path point
configuration flags, multi-rotation flags and additional axis data.
In Ex-T spline interpolation, frame transformation is executed including "XE1-ZE1-YE1" of the Ex-T coordi-
nate system origin.
P14
+Yfr
+Y
Fig.7-22:Frame transformation (Spline interpolation)
Appendix-624 Spline interpolation
(Not set)
（未設定）
100
200
Spline interpolation
スプライン補間
+X
P13
P12
P11
+Xfr
PR2
Zfr
PR3 PR1
(Not set)
（未設定）
400
-1
Fig. 7-22 as an example.
Frame transformation
フレーム変換
-1
P13
P14
+Yfr
+Y
+X
P12
P11
+Xfr
Zfr