Delta D25886 User Manual Page 105

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4. Motion Control Instructions
4-64 DVP-MC operating manual
Calculation of the coordinate of the key point in the corresponding cam curve
Current position (30, 180), module is 360 and thus the point corresponding to the cam curve is
(30, 180), i.e. point A in the figure. The corresponding point position in cam curve can be
calculated via the following formula.
Slave position = f [(master position + master offset) / master scaling] * slave scaling + slave
offset
Calculation of slave position:
Master position in the cam curve = (master position 30 + master offset 30) / master scaling 2 =
30
From cam curve, slave position is 30 when master position is 30. Calculation method: f (30) =
30.
Slave position= 30* slave scaling 2 + slave offset 30 =90
Therefore, the coordinate of the first point is (30, 90), i.e. point B in the figure after “MC_CamIn”
is executed.
While master axis is moving, slave axis will cyclically follow master axis to move according to
the cam curve with pint B as the starting point.
Actual master and slave position corresponding to the terminal point of cam curve
Actual master position:
From step 2, master position need move 330 from position 30 to complete one cam cycle. Since
master scaling is 2, actually master axis need move another 660 from current position, i.e.
30+660=690.
Actual slave position:
From step 2, f (30) =30, therefore slave axis need move 330 so as to reach max. value. Since
slave scaling is 2, actually slave axis need move another 660 from current position before
reaching the max. value, i.e. 90+660=750.
Since slave scaling is 2, the difference between max. and min. of actual slave position is
360*2=720 and the actual slave position corresponding to terminal point of cam curve is
750-720=30. Therefore, the axis position corresponding to terminal point is (690, 30).
Curve figure for actual motion:
Slave
Position
0
30
690
1050
1410
750
180
90
330
A
B
Master
Position
30
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